diff --git a/AGENTS.md b/AGENTS.md index c79dad9..303e290 100644 --- a/AGENTS.md +++ b/AGENTS.md @@ -27,6 +27,7 @@ OG-BRA is a Brazil country calibration of the OG-Core overlapping-generations mo - Default suite (matches CI, skips the long example run): `uv run python -m pytest -m 'not local' -q` (or `make test`). - Targeted (fast): `uv run python -m pytest tests/test_macro_params.py tests/test_income.py tests/test_input_output.py -q`. - Full example run (slow, ~35 min – 2 hr): `uv run python examples/run_og_bra.py`. +- Update baseline parameters from APIs: `make new-baseline` (runs `ogbra/update_baseline.py`, requires network access, slow). ## Repo conventions diff --git a/Makefile b/Makefile index 4cfe67c..897b5d6 100644 --- a/Makefile +++ b/Makefile @@ -20,6 +20,7 @@ help: @echo "lint : check formatting and lint with ruff (no changes)" @echo "coverage : generate test coverage report" @echo "pip-package : build sdist + wheel via uv build" + @echo "new-baseline : update baseline parameters and save to json file" @echo "documentation : build documentation using jupyter-book" @@ -77,6 +78,10 @@ endif pip-package: uv build +.PHONY=new-baseline +new-baseline: + uv run python ogbra/update_baseline.py + .PHONY=documentation documentation: uv run jupyter-book clean docs/book diff --git a/docs/book/content/calibration/demographics.md b/docs/book/content/calibration/demographics.md index 83e0cd1..8308d31 100644 --- a/docs/book/content/calibration/demographics.md +++ b/docs/book/content/calibration/demographics.md @@ -57,33 +57,12 @@ We discuss the approach to estimating fertility rates $f_{s,t}$, mortality rates {numref}`Figure %s ` was created using the [`ogcore.demographics.get_fert()`](https://github.com/PSLmodels/OG-Core/blob/master/ogcore/demographics.py#L146) function, which downloaded the data from the United National Data Portal API and plotted it in Python.[^un_data_portal] - ```{code-cell} ipython3 - :tags: ["hide-input", "remove-output"] - import os - import ogcore.demographics as demog - plot_path = os.path.join(os.path.abspath(''), 'images') - - fert_rates, fig = demog.get_fert( - totpers=100, - min_age=0, - max_age=99, - country_id="076", - start_year=YEAR_TO_PLOT, - end_year=YEAR_TO_PLOT, - graph=True, - plot_path=None, - download_path=None, - ) - plt.savefig(os.path.join(plot_path, "fert_rates.png"), dpi=300) - plt.show() - ``` - ```{figure} ./images/fert_rates.png --- height: 400px name: FigFertRatesBRA --- - Brazil fertility rates by age $\left(f_s\right)$ for $E+S=100$: year 2023 + Brazil fertility rates by age $\left(f_s\right)$ for $E+S=100$ ``` The fertility rates in the UN data are births per 1,000 women of age-$s$. We adjust the units of those rates to represent the number of births per total population of both men and women of age-$s$. @@ -96,37 +75,13 @@ We discuss the approach to estimating fertility rates $f_{s,t}$, mortality rates The mortality rates are a population-weighted average of the male and female mortality rates by one-year age increments reported by United Nations. The maximum age in years in our model is truncated to 100-years old. In addition, we constrain the mortality rate to be 1.0 or 100 percent at the maximum age of 100. - ```{code-cell} ipython3 - :tags: ["hide-input", "remove-output"] - - import matplotlib.pyplot as plt - import os - import ogcore.demographics as demog - - plot_path = os.path.join(os.path.abspath(''), 'images') - mort_rates, _, fig = demog.get_mort( - totpers=100, - min_age=0, - max_age=99, - country_id="076", - start_year=YEAR_TO_PLOT, - end_year=YEAR_TO_PLOT, - graph=True, - plot_path=None, - download_path=None, - ) - plt.xlabel(r"Age ($s$)") - plt.ylabel(r"Mortality rate ($\rho_s$)") - plt.savefig(os.path.join(plot_path, "mort_rates.png"), dpi=300) - plt.show() - ``` ```{figure} ./images/mort_rates.png --- height: 400px name: FigMortRatesBRA --- - Brazil mortality rates by age $\left(\rho_{s,t}\right)$ for $E+S=100$: year 2023 + Brazil mortality rates by age $\left(\rho_{s,t}\right)$ for $E+S=100$ ``` @@ -141,41 +96,15 @@ We discuss the approach to estimating fertility rates $f_{s,t}$, mortality rates i_{s+1,t+1} &= \frac{\omega_{s+1,t+1} - (1 - \rho_{s,t})\omega_{s,t}}{\omega_{s+1,t}}\qquad\qquad\forall t\quad\text{and}\quad 1\leq s \leq E+S-1 ``` - ```{code-cell} ipython3 - :tags: ["hide-input", "remove-output"] - import os - import matplotlib.pyplot as plt - import ogcore.demographics as demog - plot_path = os.path.join(os.path.abspath(''), 'images') - - imm_rates, fig = demog.get_imm_rates( - totpers=100, - min_age=0, - max_age=99, - fert_rates=None, - mort_rates=None, - infmort_rates=None, - pop_dist=None, - country_id="076", - start_year=YEAR_TO_PLOT, - end_year=YEAR_TO_PLOT + 50, - graph=True, - plot_path=None, - download_path=None, - ) - plt.savefig(os.path.join(plot_path, "imm_rates.png"), dpi=300) - plt.show() - ``` - ```{figure} ./images/imm_rates.png --- height: 400px name: FigImmRatesBRA --- - Brazil immigration rates by age $\left(i_s\right)$ for $E+S=100$: year 2023 + Brazil immigration rates by age $\left(i_s\right)$ for $E+S=100$ ``` - We calculate our immigration rates for the consecutive-year-periods of population distribution data 2022 and 2023. The immigration rates $i_{s,t}$ that we use in our model are the the residuals described in {eq}`EqPopImmRates` implied by these two consecutive periods. {numref}`Figure %s ` shows the estimated immigration rates for $E+S=100$ and given the fertility rates from Section {ref}`SecDemogFert` and the mortality rates from Section {ref}`SecDemogMort`. + We calculate our immigration rates for the consecutive-year-periods of population distribution data 2022 and 2023. The immigration rates $i_{s,t}$ that we use in our model are the the residuals described in {eq}`EqPopImmRates` implied by these two consecutive periods. {numref}`Figure %s ` shows the estimated immigration rates for $E+S=100$ and given the fertility rates from Section {ref}`SecDemogFert` and the mortality rates from Section {ref}`SecDemogMort`. These immigration rates reflect Brazil's demographic profile as a country that has historically experienced moderate emigration among working-age adults.[^out_migration] At the end of Section {ref}`SecDemogPopSSTP`, we describe a small adjustment that we make to the immigration rates after a certain number of periods in order to make computation of the transition path equilibrium of the model compute more robustly. @@ -303,7 +232,7 @@ We discuss the approach to estimating fertility rates $f_{s,t}$, mortality rates Original immigration rates vs. adjusted immigration rates to make fixed steady-state population distribution ``` - The most recent year of population data come from {cite}`Census:2015` population estimates for both sexes for 2013. We those data and use the population transition matrix {eq}`EqPopLOMstatmat2` to age it to the current model year of 2015. We then use {eq}`EqPopLOMstatmat2` to generate the transition path of the population distribution over the time period of the model. {numref}`Figure %s ` shows the progression from the 2013 population data to the fixed steady-state at period $t=120$. The time path of the growth rate of the economically active population $\tilde{g}_{n,t}$ is shown in {numref}`Figure %s `. + We begin with 2026 population data and use the population transition matrix {eq}`EqPopLOMstatmat2` to age it to the start year of the model (e.g., 2025 or 2026). We then use {eq}`EqPopLOMstatmat2` to generate the transition path of the population distribution over the time period of the model. {numref}`Figure %s ` shows the progression from the 2026 population data to the fixed steady-state at period $t=120$. The time path of the growth rate of the economically active population $\tilde{g}_{n,t}$ is shown in {numref}`Figure %s `. ```{figure} ./images/pop_distribution.png --- @@ -313,34 +242,6 @@ We discuss the approach to estimating fertility rates $f_{s,t}$, mortality rates Exogenous stationary population distribution at periods along transition path ``` - ```{code-cell} ipython3 - :tags: ["hide-input", "remove-output"] - import os - import ogcore.demographics as demog - import matplotlib.pyplot as plt - YEAR_TO_PLOT = 2023 - plot_path = os.path.join(os.path.abspath(''), 'images') - fig = pp.plot_pop_growth( - p, - start_year=YEAR_TO_PLOT, - num_years_to_plot=150, - include_title=False, - path=None, - ) - # Add average growth rate with this - plt.plot( - np.arange(YEAR_TO_PLOT, YEAR_TO_PLOT + 150), - np.ones(150) * np.mean(p.g_n[:150]), - linestyle="-", - linewidth=1, - color="red", - ) - plt.xlabel(r"Model Period ($t$)") - plt.ylabel(r"Population Growth Rate ($g_{n,t}$)") - plt.savefig(os.path.join(plot_path, "population_growth_rates.png"), dpi=300) - plt.show() - ``` - ```{figure} ./images/population_growth_rates.png --- height: 500px @@ -353,3 +254,4 @@ We discuss the approach to estimating fertility rates $f_{s,t}$, mortality rates [^calibage_note]: Theoretically, the model works without loss of generality for $S\geq 3$. However, because we are calibrating the ages outside of the economy to be one-fourth of $S$ (e.g., ages 21 to 100 in the economy, and ages 1 to 20 outside of the economy), it is convenient for $S$ to be at least 4. [^houseprob_note]: The parameter $\rho_s$ is the probability that a household of age $s$ dies before age $s+1$. [^un_data_portal]: Note that you might need a UN Data Portal API token to download the data directly from the United Nations Data Portal site. But the [`demographics.py`](https://github.com/PSLmodels/OG-Core/blob/master/ogcore/demographics.py) module will take the data from a pre-downloaded site if the API token is missing or fails. +[^out_migration]: Brazil has experienced significant emigration, particularly among younger working-age adults seeking opportunities abroad. The United Nations estimates that the net emigration rate has been a persistent feature of Brazil's demographic profile since the 1980s. diff --git a/docs/book/content/calibration/exogenous_parameters.md b/docs/book/content/calibration/exogenous_parameters.md index ab03f85..b2d8790 100644 --- a/docs/book/content/calibration/exogenous_parameters.md +++ b/docs/book/content/calibration/exogenous_parameters.md @@ -14,93 +14,9 @@ kernelspec: # Exogenous Parameters - The JSON file [`ogbra_default_parameters.json`](https://github.com/PSLmodels/OG-BRA/blob/master/ogbra/ogbra_default_parameters.json) provides values for all the model parameters used as defaults for `OG-BRA`. Below, we provide a table highlighting some of the parameters describing the scale of the model (number of periods, aged, productivity types) and some parameters of the solution method (dampening parameter for TPI). The table below provides a list of the exogenous parameters and their baseline calibration values. +The JSON file [`ogbra_default_parameters.json`](https://github.com/PSLmodels/OG-BRA/blob/master/ogbra/ogbra_default_parameters.json) provides values for all the model parameters used as defaults for `OG-BRA`. Below, we provide a table highlighting some of the parameters describing the scale of the model (number of periods, aged, productivity types) and some parameters of the solution method (dampening parameter for TPI). The table below provides a list of the exogenous parameters and their baseline calibration values. - +**Table: List of exogenous parameters and baseline calibration values** -| Symbol | Description | Value | -|:---------------------------------|:------------------------------------------------------------------------|:------------------------------------------------------| -| $\texttt{start_year}$ | Initial year | 2023 | -| $\omega_{s,t}$ | Population by age over time | Too large to report here, see default parameters JSON | -| $i_{s,t}$ | Immigration rates by age | Too large to report here, see default parameters JSON | -| $\rho_{s,t}$ | Mortality rates by age | Too large to report here, see default parameters JSON | -| $e_{j,s,t}$ | Deterministic ability process | Too large to report here, see default parameters JSON | -| $\lambda_{j}$ | Lifetime income group percentages | Too large to report here, see default parameters JSON | -| $J$ | Number of lifetime income groups | 7 | -| $S$ | Maximum periods in economically active individual life | 80 | -| $E$ | Number of periods of youth economically outside the model | 20 | -| $T$ | Number of periods to steady-state | 320 | -| $R$ | Retirement age | [65.000...65.000] | -| $\tilde{l}$ | Maximum hours of labor supply | 1.000 | -| $\beta$ | Discount factor | [0.960...0.960] | -| $\sigma$ | Coefficient of constant relative risk aversion | 1.500 | -| $\nu$ | Frisch elasticity of labor supply | 0.25 | -| $b$ | Scale parameter in utility of leisure | 0.573 | -| $\upsilon$ | Shape parameter in utility of leisure | 2.856 | -| $\chi^{n}_{s}$ | Disutility of labor level parameters | Too large to report here, see default parameters JSON | -| $\chi^{b}_{j}$ | Utility of bequests level parameters | [80.000...80.000] | -| $\texttt{use_zeta}$ | Whether to distribute bequests between lifetime income groups | 0.00E+00 | -| $\zeta$ | Distribution of bequests | Too large to report here, see default parameters JSON | -| $Z_{t}$ | Total factor productivity | Too large to report here, see default parameters JSON | -| $\gamma$ | Capital share of income | [0.588...0.588] | -| $\varepsilon$ | Elasticity of substitution between capital and labor | [1.000...1.000] | -| $\delta$ | Capital depreciation rate | 0.050 | -| $g_{y}$ | Growth rate of labor augmenting technological progress | 0.036 | -| $\texttt{tax_func_type}$ | Functional form used for income tax functions | linear | -| $\texttt{analytical_mtrs}$ | Whether use analytical MTRs or estimate MTRs | 0.00E+00 | -| $\texttt{age_specific}$ | Whether use age-specific tax functions | 1.000 | -| $\tau^{p}_{t}$ | Payroll tax rate | [0.140...0.140] | -| $\tau^{BQ}_{t}$ | Bequest (estate) tax rate | [0.200...0.200] | -| $\tau^{b}_{t}$ | Entity-level business income tax rate | Too large to report here, see default parameters JSON | -| $\delta^{\tau}_{t}$ | Rate of depreciation for tax purposes | Too large to report here, see default parameters JSON | -| $\tau^{c}_{t,s,j}$ | Consumption tax rates | Too large to report here, see default parameters JSON | -| $H$ | Coefficient on linear term in wealth tax function | [0.100...0.100] | -| $M$ | Constant in wealth tax function | [1.000...1.000] | -| $P$ | Coefficient on level term in wealth tax function | [0.000...0.000] | -| $\texttt{budget_balance}$ | Whether have a balanced budget in each period | 0.00E+00 | -| $\texttt{baseline_spending}$ | Whether level of spending constant between the baseline and reform runs | 0.00E+00 | -| $\alpha^{T}_{t}$ | Transfers as a share of GDP | [0.097...0.097] | -| $\eta_{j,s,t}$ | Distribution of transfers | Too large to report here, see default parameters JSON | -| $\alpha^{G}_{t}$ | Government spending as a share of GDP | [0.215, 0.209, 0.207] | -| $\alpha^{I}_{t}$ | Government infrastructure spending as a share of GDP | [0.054, 0.054, 0.056] | -| $t_{G1}$ | Model period in which budget closure rule starts | 20 | -| $t_{G2}$ | Model period in which budget closure rule ends | 256 | -| $\rho_{G}$ | Budget closure rule smoothing parameter | 0.100 | -| $\bar{\alpha}_{D}$ | Steady-state Debt-to-GDP ratio | 1.000 | -| $\alpha_{D,0}$ | Initial period Debt-to-GDP ratio | 0.600 | -| $\tau_{d,t}$ | Scale parameter in government interest rate wedge | [0.245...0.245] | -| $\mu_{d,t}$ | Shift parameter in government interest rate wedge | [-0.034...-0.034] | -| $\texttt{avg_earn_num_years}$ | Number of years over which compute average earnings for pension benefit | 35 | -| $\texttt{AIME_bkt_1}$ | First AIME bracket threshold | 749.000 | -| $\texttt{AIME_bkt_2}$ | Second AIME bracket threshold | 4517.000 | -| $\texttt{PIA_rate_bkt_1}$ | First AIME bracket PIA rate | 0.00E+00 | -| $\texttt{PIA_rate_bkt_2}$ | Second AIME bracket PIA rate | 0.00E+00 | -| $\texttt{PIA_rate_bkt_3}$ | Third AIME bracket PIA rate | 0.00E+00 | -| $\texttt{PIA_maxpayment}$ | Maximum PIA payment | 0.00E+00 | -| $\texttt{PIA_minpayment}$ | Minimum PIA payment | 0.00E+00 | -| $\theta_{adj,t}$ | Adjustment to replacement rate | [1.000...1.000] | -| $r^{*}_{t}$ | World interest rate | [0.040...0.040] | -| $D_{f,0}$ | Share of government debt held by foreigners in initial period | 0.146 | -| $\zeta_{D, t}$ | Share of new debt issues purchased by foreigners | [0.146...0.146] | -| $\zeta_{K, t}$ | Share of excess capital demand satisfied by foreigners | [0.900...0.900] | -| $\xi$ | Dampening parameter for TPI | 0.400 | -| $\texttt{maxiter}$ | Maximum number of iterations for TPI | 250 | -| $\texttt{mindist_SS}$ | SS solution tolerance | 1.00E-09 | -| $\texttt{mindist_TPI}$ | TPI solution tolerance | 1.00E-05 | +```{include} ./images/exogenous_parameters_table.md +``` diff --git a/docs/book/content/calibration/firms.md b/docs/book/content/calibration/firms.md index 594b66d..4b06faa 100644 --- a/docs/book/content/calibration/firms.md +++ b/docs/book/content/calibration/firms.md @@ -11,4 +11,4 @@ The [OG-Core firm theory documentation](https://pslmodels.github.io/OG-Core/cont ### Capital's share of output -Here, we use a default value of $\gamma =0.588$, which comes from national accounts data. +Here, we use a default value of $\gamma =0.407$, which is derived from the ILO's SDG indicator 10.4.1 (labour share of GDP, series `SDG_1041_NOC_RT_A`) for Brazil. Capital's share is computed as one minus the labour share. diff --git a/docs/book/content/calibration/government.md b/docs/book/content/calibration/government.md index 5376c70..513a0b4 100644 --- a/docs/book/content/calibration/government.md +++ b/docs/book/content/calibration/government.md @@ -3,11 +3,8 @@ ## Government Spending as a Share of GDP -We've calibrated the vector $\alpha_G=[0.215, 0.209, 0.207]$. These values are forecasts for 2025, 2026 and 2027. This came from the 2025 Budget of Expenditures and Sources of Financing Table A2 https://www.dbm.gov.ph/index.php/2025/budget-of-expenditures-and-sources-of-financing-fy-2025 . - +We've calibrated the vector $\alpha_G=[0.118]$ from IMF Government Finance Statistics and $\alpha_T=[0.038]$ from the same source. ### Government spending on infrastructure as a share of GDP -We've calibrated the vector $\alpha_I=[0.054, 0.054, 0.056]$. These values are forecasts for 2025, 2026 and 2027. This came from the 2025 Budget of Expenditures and Sources of Financing Table A2 https://www.dbm.gov.ph/index.php/2025/budget-of-expenditures-and-sources-of-financing-fy-2025 - - +We've calibrated the vector $\alpha_I=[0.0]$ in the default calibration. This should be updated to reflect the actual share of government spending on infrastructure in Brazil. diff --git a/docs/book/content/calibration/households.md b/docs/book/content/calibration/households.md index 8104808..2bc1b51 100644 --- a/docs/book/content/calibration/households.md +++ b/docs/book/content/calibration/households.md @@ -14,6 +14,3 @@ The default value for the intertemporal elasticity of substitution, $\sigma$, is ### Rate of time preference We take our default value for the rate of time preference parameter, $\beta$ from {cite}`Carroll:2009`. We set the value to $\beta=0.96$ (on an annual basis). - -### Frisch elasticity of labor supply -We take our default value for the Frisch elasticity of labor supply as $\nu=0.25$. This value was estimated by {cite}`McNelisEtAl:2009` (see p. 19). diff --git a/docs/book/content/calibration/images/OrigVsAdjImm.png b/docs/book/content/calibration/images/OrigVsAdjImm.png index 088b19b..42032e2 100644 Binary files a/docs/book/content/calibration/images/OrigVsAdjImm.png and b/docs/book/content/calibration/images/OrigVsAdjImm.png differ diff --git a/docs/book/content/calibration/images/OrigVsFixSSpop.png b/docs/book/content/calibration/images/OrigVsFixSSpop.png index 044dbf7..2164747 100644 Binary files a/docs/book/content/calibration/images/OrigVsFixSSpop.png and b/docs/book/content/calibration/images/OrigVsFixSSpop.png differ diff --git a/docs/book/content/calibration/images/PopDistPath.png b/docs/book/content/calibration/images/PopDistPath.png index b27c41a..3c11710 100644 Binary files a/docs/book/content/calibration/images/PopDistPath.png and b/docs/book/content/calibration/images/PopDistPath.png differ diff --git a/docs/book/content/calibration/images/ability_profiles.png b/docs/book/content/calibration/images/ability_profiles.png index d60d47f..cc9870b 100644 Binary files a/docs/book/content/calibration/images/ability_profiles.png and b/docs/book/content/calibration/images/ability_profiles.png differ diff --git a/docs/book/content/calibration/images/exogenous_parameters_table.md b/docs/book/content/calibration/images/exogenous_parameters_table.md new file mode 100644 index 0000000..ad459e2 --- /dev/null +++ b/docs/book/content/calibration/images/exogenous_parameters_table.md @@ -0,0 +1,85 @@ +| Symbol | Description | Value | +|:------------------------------|:-----------------------------------------------------------------------------------------------------------------------------|:------------------------------------------------------| +| $\theta$ | Frisch elasticity of labor supply | 0.250 | +| $g_{y,ann,t}$ | Annual growth rate of labor augmenting technological change | 0.021 | +| $S$ | Maximum periods in economically active individual life | 80 | +| $J$ | Number of lifetime income groups | 7 | +| $T$ | Number of periods to steady-state | 320 | +| $M$ | Number of different production industries | 1 | +| $I$ | Number of different consumption goods | 1 | +| $\lambda_{j}$ | Lifetime income group percentages | Too large to report here, see default parameters JSON | +| $e_{j,s,t}$ | Deterministic ability process | Too large to report here, see default parameters JSON | +| $\beta_{j,ann}$ | Annual rate of time preference for households | [0.960...0.960] | +| $\sigma$ | Coefficient of constant relative risk aversion | 1.500 | +| $\alpha_i$ | Share parameters for each good in the composite consumption good | [1.000...1.000] | +| $c_{min,i}$ | Minimum consumption levels for each good in the composite consumption good | [0.000...0.000] | +| $\gamma_m$ | Capital share of income by industry | [0.407...0.407] | +| $\gamma_{g,m}$ | Public capital's share of output in firm production function by industry | [0.000...0.000] | +| $\varepsilon_m$ | Elasticity of substitution between capital and labor by industry | [1.000...1.000] | +| $\Pi^I$ | Input-output matrix | Too large to report here, see default parameters JSON | +| $Z_{m,t}$ | Total factor productivity by industry | Too large to report here, see default parameters JSON | +| $\delta_{M,ann}$ | Annual rate of economic depreciation of capital | 0.050 | +| $\delta_{g,ann}$ | Annual rate of economic depreciation of public capital | 0.020 | +| $\tilde{l}$ | Maximum hours of labor supply | 1.000 | +| $r^*_t$ | Exogenous annual world interest rate | [0.040...0.040] | +| $D_{f,0}$ | Share of government debt held by foreigners in initial period | 0.146 | +| $\zeta_{D,t}$ | Share of new debt issues purchased by foreigners | [0.146...0.146] | +| $\zeta_{K,t}$ | Share of excess capital demand satisfied by foreigners | [0.900...0.900] | +| $T_{G1}$ | Model period in which budget closure rule starts | 20 | +| $T_{G2}$ | Model period in which budget closure rule ends | 256 | +| $\alpha^{T}_{t}$ | Transfers as a share of GDP | [0.038...0.038] | +| $\alpha^{G}_{t}$ | Government spending as a share of GDP | [0.118...0.118] | +| $\alpha^{I}_{t}$ | Exogenous fraction of GDP for infrastructure investment | [0.054...0.056] | +| $\phi_g$ | Infrastructure investment leakage rate | 0.00E+00 | +| $\alpha^{BS}_{T,t}$ | Proportional adjustment to government transfers relative to baseline amount when budget balance is true | [1.000...1.000] | +| $\alpha^{BS}_{G,t}$ | Proportional adjustment to government consumption expenditures relative to baseline amount when budget balance is true | [1.000...1.000] | +| $\alpha^{BS}_{I,t}$ | Proportional adjustment to infrastructure spending relative to baseline amount when budget balance is true | [1.000...1.000] | +| $\rho_{G}$ | Budget closure rule smoothing parameter | 0.100 | +| $\alpha_{FA}$ | Foreign aid as a share of GDP | [0.000...0.000] | +| $\alpha_{RM,1}$ | Remittances as a share of GDP in initial period | 0.00E+00 | +| $\alpha_{RM,T}$ | Remittances as a share of GDP in long run | 0.00E+00 | +| $g_{RM,t}$ | Growth rate of remittances in initial periods | [0.000...0.000] | +| $\bar{\alpha}_{D}$ | Steady-state Debt-to-GDP ratio | 1.000 | +| $\alpha_{D,0}$ | Initial period Debt-to-GDP ratio | 0.741 | +| $\tau_{d,t}$ | Scale parameter in government interest rate wedge | [0.245...0.245] | +| $\mu_{d,t}$ | Shift parameter in government interest rate wedge | [-0.034...-0.034] | +| $\tau^{c}_{t,s,j}$ | Consumption tax rates | Too large to report here, see default parameters JSON | +| $H$ | Coefficient on linear term in wealth tax function | [0.100...0.100] | +| $M$ | Constant in wealth tax function | [1.000...1.000] | +| $P$ | Coefficient on level term in wealth tax function | [0.000...0.000] | +| $\tau^{BQ}_{t}$ | Bequest (estate) tax rate | [0.200...0.200] | +| $\tau^{p}_{t}$ | Payroll tax rate | [0.140...0.140] | +| $\chi^{b}_{j}$ | Utility of bequests level parameters | [80.000...80.000] | +| $\chi^{n}_{s,t}$ | Disutility of labor level parameters | Too large to report here, see default parameters JSON | +| $\eta_{j,s,t}$ | Distribution of transfers | Too large to report here, see default parameters JSON | +| $\eta_{RM,j,s,t}$ | Distribution of remittances | Too large to report here, see default parameters JSON | +| $\zeta_{j,s,t}$ | Distribution of bequests | Too large to report here, see default parameters JSON | +| $\texttt{use_zeta}$ | Whether to distribute bequests between lifetime income groups | 0.00E+00 | +| $\texttt{analytical_mtrs}$ | Whether use analytical MTRs or estimate MTRs | 0.00E+00 | +| $\texttt{age_specific}$ | Whether use age-specific tax functions | 1.000 | +| $R$ | Retirement age | [65.000...65.000] | +| $\texttt{avg_earn_num_years}$ | Number of years over which compute average earnings for pension benefit | 35 | +| $\texttt{AIME_bkt_1}$ | First AIME bracket threshold | 749.000 | +| $\texttt{AIME_bkt_2}$ | Second AIME bracket threshold | 4517.000 | +| $\texttt{PIA_rate_bkt_1}$ | First AIME bracket PIA rate | 0.00E+00 | +| $\texttt{PIA_rate_bkt_2}$ | Second AIME bracket PIA rate | 0.00E+00 | +| $\texttt{PIA_rate_bkt_3}$ | Third AIME bracket PIA rate | 0.00E+00 | +| $\texttt{PIA_maxpayment}$ | Maximum PIA payment | 0.00E+00 | +| $\texttt{PIA_minpayment}$ | Minimum PIA payment | 0.00E+00 | +| $\theta_{adj,t}$ | Adjustment to replacement rate | Too large to report here, see default parameters JSON | +| $\texttt{budget_balance}$ | Whether have a balanced budget in each period | 0.00E+00 | +| $\texttt{baseline_spending}$ | Whether level of spending constant between the baseline and reform runs | 0.00E+00 | +| $\texttt{baseline_theta}$ | Flag for use in reform simulations to keep Social Security system replacement rate constant between baseline and reform runs | 0.00E+00 | +| $\texttt{use_sparse_FOC_jac}$ | Use a banded finite-difference Jacobian in the household solver | 1.000 | +| $\texttt{start_year}$ | Initial year | 2026 | +| $\texttt{tax_func_type}$ | Functional form used for income tax functions | linear | +| $\xi$ | Dampening parameter for TPI | 0.400 | +| $\texttt{maxiter}$ | Maximum number of iterations for TPI | 250 | +| $\texttt{mindist_SS}$ | SS solution tolerance | 1.00E-09 | +| $\texttt{mindist_TPI}$ | TPI solution tolerance | 1.00E-05 | +| $\omega_{s,t}$ | Population by age over time | Too large to report here, see default parameters JSON | +| $\bar{\omega}_s$ | Steady-state population distribution | [0.013...0.001] | +| $g_{n,t}$ | Population growth rate over the time path | [0.009...-0.011] | +| $\bar{g}_n$ | Population growth rate in the steady-state | -1.07E-02 | +| $i_{s,t}$ | Immigration rates by age | Too large to report here, see default parameters JSON | +| $\rho_{s,t}$ | Mortality rates by age | Too large to report here, see default parameters JSON | \ No newline at end of file diff --git a/docs/book/content/calibration/images/fert_rates.png b/docs/book/content/calibration/images/fert_rates.png index 3a62416..30deb0e 100644 Binary files a/docs/book/content/calibration/images/fert_rates.png and b/docs/book/content/calibration/images/fert_rates.png differ diff --git a/docs/book/content/calibration/images/imm_rates.png b/docs/book/content/calibration/images/imm_rates.png index 3a4364e..7a9d554 100644 Binary files a/docs/book/content/calibration/images/imm_rates.png and b/docs/book/content/calibration/images/imm_rates.png differ diff --git a/docs/book/content/calibration/images/mort_rates.png b/docs/book/content/calibration/images/mort_rates.png index 4c309c2..3b5ed0b 100644 Binary files a/docs/book/content/calibration/images/mort_rates.png and b/docs/book/content/calibration/images/mort_rates.png differ diff --git a/docs/book/content/calibration/images/pop_distribution.png b/docs/book/content/calibration/images/pop_distribution.png index 7ace656..e67d2c1 100644 Binary files a/docs/book/content/calibration/images/pop_distribution.png and b/docs/book/content/calibration/images/pop_distribution.png differ diff --git a/docs/book/content/calibration/images/population_growth_rates.png b/docs/book/content/calibration/images/population_growth_rates.png index 04b8358..e28357b 100644 Binary files a/docs/book/content/calibration/images/population_growth_rates.png and b/docs/book/content/calibration/images/population_growth_rates.png differ diff --git a/docs/book/content/calibration/macro.md b/docs/book/content/calibration/macro.md index 9a01fe6..51e248e 100644 --- a/docs/book/content/calibration/macro.md +++ b/docs/book/content/calibration/macro.md @@ -3,17 +3,17 @@ ## Economic Assumptions -As the default rate of labor augmenting technological change, $g_y$, we use a value of 3.6%. The average annual growth rate in GDP per capita in Brazil between 2000 and 2019 is 3.6% per year. +As the default rate of labor augmenting technological change, $g_y$, we use a value of 2.1%. This is the average annual growth rate in GDP per capita in Brazil from 1947 to 2024, as reported in the World Bank World Development Indicators (`NY.GDP.PCAP.KD`). ## Open Economy Parameters ### Foreign holding of government debt in the initial period -The path of foreign holding of domestic debt is endogenous, but the initial period stock of debt held by foreign investors is exogenous. We set this parameter, `initial_foreign_debt_ratio` to 0.142, as determined from data from the World Bank's World Development Indicators. +The path of foreign holding of domestic debt is endogenous, but the initial period stock of debt held by foreign investors is exogenous. We set this parameter, `initial_foreign_debt_ratio` to 0.146, as determined from data on gross public sector debt from the World Bank's Quarterly Public Sector Debt (QPSD) database. ### Foreign purchases of newly issued debt -We set $\zeta_D = 0.142$. This was not directly observed in the data, so the value was set to the current share of foreign holdings of government debt. +We set $\zeta_D = 0.146$. This was not directly observed in the data, so the value was set to the current share of foreign holdings of government debt. ### Foreign holdings of excess capital @@ -23,14 +23,14 @@ We set $\zeta_K = 0.9$. Note, this parameter is harder to pin down from the data ### Government Debt -The path of government debt is endogenous. But the initial value is exogenous. To avoid converting between model units and dollars, we calibrate the initial debt to GDP ratio, rather than the dollar value of the debt. This is the model parameter $\alpha_D$. We compute this from the ratio of publicly held debt outstanding to GDP. Based on [a 2024Q1 report from Treasury](https://www.treasury.gov.ph/?p=64737) the value is 0.60. +The path of government debt is endogenous. But the initial value is exogenous. To avoid converting between model units and dollars, we calibrate the initial debt to GDP ratio, rather than the dollar value of the debt. This is the model parameter $\alpha_D$. We compute this from the World Bank's Quarterly Public Sector Debt (QPSD) database (`DP.DOD.DECT.CR.GG.Z1`). The most recent available value gives an initial debt-to-GDP ratio of 0.741. ### Aggregate transfers -Aggregate (non-Social Security) transfers to households are set as a share of GDP with the parameter $\alpha_T$. We exclude Social Security from transfers since it is modeled specifically. With this definition, the share of transfers to GDP in 2023 is found to be 9.7% using [IMF data](https://www.imf.org/external/datamapper/profile/BRA). The value found by differencing out government consumption expenditures (described below) from total government spending as report in the IMF data. +Aggregate (non-Social Security) transfers to households are set as a share of GDP with the parameter $\alpha_T$. We exclude Social Security from transfers since it is modeled specifically. With this definition, the share of transfers to GDP is found to be 3.8% using data from the [IMF Government Finance Statistics (GFS)](https://www.imf.org/en/Data) database. The value is computed as total social benefits (GFS indicator `G27_T`) minus social security contributions (`G271_T`), expressed as a share of GDP. ### Government expenditures Government spending on goods and services are also set as a share of GDP with the parameter $\alpha_G$. We define government spending as:
Government Spending = Total Outlays - Transfers - Net Interest on Debt - Social Security
-With this definition, the share of government expenditure to GDP is 14.2% based on the World Bank World Development Indicators. +With this definition, the share of government expenditure to GDP is 11.8%, computed from the [IMF Government Finance Statistics (GFS)](https://www.imf.org/en/Data) database as total expenditure (`G2_T`) minus interest (`G24_T`) minus social benefits (`G27_T`), expressed as a share of GDP. diff --git a/docs/book/content/calibration/taxes.md b/docs/book/content/calibration/taxes.md index 228c0e5..f9e49d9 100644 --- a/docs/book/content/calibration/taxes.md +++ b/docs/book/content/calibration/taxes.md @@ -14,12 +14,22 @@ The government sector influences households through two terms in the household b &\quad\forall j,t\quad\text{and}\quad s\geq E+1 \quad\text{where}\quad b_{j,E+1,t}=0\quad\forall j,t ``` -The total tax function, $T_{s,t}$, is a function of personal income taxes, taxes on bequests, and wealth taxes. In the default calibration, wealth and bequest taxes are set to zero in `OG-BRA`. Personal income taxes are modeled as linear taxes and set to average effective and marginal tax rates. The [OG-Core documentation](https://pslmodels.github.io/OG-Core/content/theory/government.html#taxes) details more detailed ways to match the progressivity of the tax system. But given limited data for Brazil, we start with simple linear tax rates of 12% for effective tax rates on personal income, a 18% marginal tax rate on capital income, and a 18\% marginal tax rate on labor income. +The total tax function, $T_{s,t}$, is a function of personal income taxes, taxes on bequests, and wealth taxes. In the default calibration, wealth and bequest taxes are set to zero in `OG-BRA`. Personal income taxes are modeled as linear taxes and set to average effective and marginal tax rates. The [OG-Core documentation](https://pslmodels.github.io/OG-Core/content/theory/government.html#taxes) details more detailed ways to match the progressivity of the tax system. But given limited data for Brazil, we start with simple linear tax rates of 12% for effective tax rates on personal income (`etr_params`), an 18% marginal tax rate on labor income (`mtrx_params`), and an 18% marginal tax rate on capital income (`mtry_params`). + +Brazil's individual income tax (IRPF) has five statutory brackets ranging from 0% to 27.5%, with an exemption threshold of approximately R\$2,824 per month (pre-2026 rules). Beginning in January 2026, Law No. 15,270/2025 raises the full exemption threshold to R\$5,000 per month and introduces a new minimum income tax (IRPFM) for taxpayers with annual income exceeding R\$600,000. Given the broad exemption and large informal sector, the effective average income tax rate across all earners is substantially below the top statutory rate. We use 12% as a stylized economy-wide effective rate and 18% as the marginal rate on both labor and capital income. These parameters should be updated with microdata-based estimates from PNAD or Receita Federal administrative data when available. Source: [PwC Brazil Individual Tax Summary](https://taxsummaries.pwc.com/brazil/individual/taxes-on-personal-income); [Trench Rossi Watanabe — Law 15,270/2025](https://www.trenchrossi.com/en/legal-alerts/brazil-enacts-law-15270-2025-which-taxes-dividends-and-amend-personal-income-tax-rules/). + +## Payroll taxes + +Brazil's payroll tax system is administered through the National Social Security Institute (INSS) and the Government Severance Fund (FGTS). Employers are required to contribute 20% of gross wages to INSS and an additional 8% to FGTS, for a combined employer payroll tax burden of **28%** (`tau_payroll = 0.28`). Employees also pay progressive INSS contributions ranging from 7.5% to 14% of their wages, capped at approximately R\$952 per month in 2025. Source: [Vialto Partners — Brazil Social Security 2025](https://vialtopartners.com/regional-alerts/brazil-social-security-updated-social-security-tax-table-for-2025); [Boundless — Payroll Taxes in Brazil](https://boundlesshq.com/guides/brazil/taxes/). ## Corporate income taxes -`OG-BRA` uses the top statutory rate of 25% for the corporate income tax rate. +`OG-BRA` uses a combined statutory corporate income tax rate of **34%** (`cit_rate = 0.34`), comprising the Corporate Income Tax (IRPJ) at 25% (a 15% base rate plus a 10% surtax on annual taxable profits exceeding R\$240,000) and the Social Contribution on Net Profit (CSLL) at 9%. This combined rate has been stable and applies to most non-financial businesses. Financial institutions face higher CSLL rates (15–20%), yielding combined rates of 40–45%. Source: [PwC Brazil Corporate Tax Summary](https://taxsummaries.pwc.com/brazil/corporate/taxes-on-corporate-income). ## Value-added taxes -A value-added tax rate of 12% is applied with the `tau_c` parameter. +Brazil does not currently have a unified VAT. Its indirect tax system is composed of multiple overlapping federal, state, and municipal levies. The two main federal consumption taxes are PIS (Programa de Integração Social, 1.65%) and COFINS (Contribuição para o Financiamento da Seguridade Social, 7.6%), which together total approximately 9.25% on revenues. State ICMS rates range from 17–20%, and municipal ISS applies at 2–5% on services. + +`OG-BRA` sets `tau_c = 0.09`, calibrated to the combined PIS + COFINS federal consumption tax rate of approximately 9%, which represents the federal VAT-equivalent component applicable to most goods and services. + +Brazil is currently undertaking a major indirect tax reform (Constitutional Amendment 132/2023) that will replace PIS, COFINS, ICMS, IPI, and ISS with a dual VAT system consisting of a federal CBS (Contribuição sobre Bens e Serviços, targeting ~8.8%) and a state/municipal IBS (Imposto sobre Bens e Serviços, targeting ~17.7%) for a combined rate of approximately 26.5%. The transition runs from 2026 through 2033, with CBS becoming fully operational in 2027. The `tau_c` parameter should be revisited as the reform proceeds. Source: [PwC Brazil Corporate Other Taxes](https://taxsummaries.pwc.com/brazil/corporate/other-taxes); [TaxUp — Brazil Tax Reform Guide 2026–2033](https://taxup.com.br/en/solutions/tax-reform/). diff --git a/docs/create_doc_figures.py b/docs/create_doc_figures.py index 431eeae..41305ca 100644 --- a/docs/create_doc_figures.py +++ b/docs/create_doc_figures.py @@ -6,170 +6,159 @@ import os import numpy as np import matplotlib.pyplot as plt -import importlib +from importlib.resources import files import json -import ogcore.parameter_tables as pt from ogcore.parameters import Specifications from ogcore import parameter_plots as pp +from ogcore import parameter_tables as pt from ogcore import demographics as demog - CUR_DIR = os.path.dirname(os.path.realpath(__file__)) UN_COUNTRY_CODE = "076" plot_path = os.path.join(CUR_DIR, "book", "content", "calibration", "images") -YEAR_TO_PLOT = 2023 -# update path for demographics graphdiag plots -demog.OUTPUT_DIR = plot_path -# Use a custom matplotlib style file for plots -plt.style.use("ogcore.OGcorePlots") -""" -Load specifications object with default parameters -""" -p = Specifications() -with importlib.resources.open_text( - "ogbra", "ogbra_default_parameters.json" -) as file: - defaults = json.load(file) -p.start_year = YEAR_TO_PLOT -p.update_specifications(defaults) +def main(): + # update path for demographics graphdiag plots + demog.OUTPUT_DIR = plot_path -# also load parameters from OG-USA for comparison -p2 = Specifications() -p2.update_specifications( - "github://PSLmodels:OG-USA@master/ogusa/ogusa_default_parameters.json" -) + # Use a custom matplotlib style file for plots + plt.style.use("ogcore.OGcorePlots") -""" -Demographics chapter -""" -# Fertility rates -fert_rates, fig = demog.get_fert( - totpers=100, - min_age=0, - max_age=99, - country_id=UN_COUNTRY_CODE, - start_year=YEAR_TO_PLOT, - end_year=YEAR_TO_PLOT, - graph=True, - plot_path=None, - download_path=None, -) -plt.savefig(os.path.join(plot_path, "fert_rates.png"), dpi=300) -# Mortality rates -mort_rates, _, fig = demog.get_mort( - totpers=100, - min_age=0, - max_age=99, - country_id=UN_COUNTRY_CODE, - start_year=YEAR_TO_PLOT, - end_year=YEAR_TO_PLOT, - graph=True, - plot_path=None, - download_path=None, -) -plt.xlabel(r"Age ($s$)") -plt.ylabel(r"Mortality rate ($\rho_s$)") -plt.savefig(os.path.join(plot_path, "mort_rates.png"), dpi=300) -# Immigration rates -imm_rates, fig = demog.get_imm_rates( - totpers=100, - min_age=0, - max_age=99, - fert_rates=None, - mort_rates=None, - infmort_rates=None, - pop_dist=None, - country_id=UN_COUNTRY_CODE, - start_year=YEAR_TO_PLOT, - end_year=YEAR_TO_PLOT + 50, - graph=True, - plot_path=None, - download_path=None, -) -plt.xlabel(r"Age ($s$)") -plt.ylabel(r"Immigration rate ($i_s$)") -# give a little more before the plot source note + """ + Load specifications object with default parameters + """ + p = Specifications() + # Update parameters for baseline from default json file + content = ( + files("ogbra") + .joinpath("ogbra_default_parameters.json") + .read_text(encoding="utf-8") + ) + defaults = json.loads(content) + p.update_specifications(defaults) + YEAR_TO_PLOT = int(p.start_year) + """ + Demographics chapter + """ + # Fertility rates + _, _ = demog.get_fert( + totpers=100, + min_age=0, + max_age=99, + country_id=UN_COUNTRY_CODE, + start_year=YEAR_TO_PLOT, + end_year=YEAR_TO_PLOT, + graph=True, + plot_path=None, + download_path=None, + ) + plt.savefig(os.path.join(plot_path, "fert_rates.png"), dpi=300) + # Mortality rates + _, _, _ = demog.get_mort( + totpers=100, + min_age=0, + max_age=99, + country_id=UN_COUNTRY_CODE, + start_year=YEAR_TO_PLOT, + end_year=YEAR_TO_PLOT, + graph=True, + plot_path=None, + download_path=None, + ) + plt.xlabel(r"Age ($s$)") + plt.ylabel(r"Mortality rate ($\rho_s$)") + plt.savefig(os.path.join(plot_path, "mort_rates.png"), dpi=300) + # Immigration rates + _, _ = demog.get_imm_rates( + totpers=100, + min_age=0, + max_age=99, + fert_rates=None, + mort_rates=None, + infmort_rates=None, + pop_dist=None, + country_id=UN_COUNTRY_CODE, + start_year=YEAR_TO_PLOT, + end_year=YEAR_TO_PLOT + 50, + graph=True, + plot_path=None, + download_path=None, + ) + plt.xlabel(r"Age ($s$)") + plt.ylabel(r"Immigration rate ($i_s$)") + plt.savefig(os.path.join(plot_path, "imm_rates.png"), dpi=300) + # Fixed versus original population distribution + demog.get_pop_objs( + E=20, + S=80, + T=320, + min_age=0, + max_age=99, + fert_rates=None, + mort_rates=None, + infmort_rates=None, + imm_rates=None, + infer_pop=False, + pop_dist=None, + country_id=UN_COUNTRY_CODE, + initial_data_year=YEAR_TO_PLOT - 1, + final_data_year=YEAR_TO_PLOT + 2, + GraphDiag=True, + download_path=None, + ) -plt.savefig(os.path.join(plot_path, "imm_rates.png"), dpi=300) -# Fixed versus original population distribution -demog.get_pop_objs( - E=20, - S=80, - T=320, - min_age=0, - max_age=99, - fert_rates=None, - mort_rates=None, - infmort_rates=None, - imm_rates=None, - infer_pop=False, - pop_dist=None, - pre_pop_dist=None, - country_id=UN_COUNTRY_CODE, - initial_data_year=YEAR_TO_PLOT - 1, - final_data_year=YEAR_TO_PLOT + 2, - GraphDiag=True, - download_path=None, -) -# Population growth -fig = pp.plot_pop_growth( - p, - start_year=YEAR_TO_PLOT, - num_years_to_plot=150, - include_title=False, - path=None, -) -# Add average growth rate with this -plt.plot( - np.arange(YEAR_TO_PLOT, YEAR_TO_PLOT + 150), - np.ones(150) * np.mean(p.g_n[:150]), - linestyle="-", - linewidth=1, - color="red", -) -plt.xlabel(r"Model Period ($t$)") -plt.ylabel(r"Population Growth Rate ($g_{n,t}$)") -plt.savefig(os.path.join(plot_path, "population_growth_rates.png"), dpi=300) + # Population growth + pp.plot_pop_growth( + p, + start_year=YEAR_TO_PLOT, + num_years_to_plot=150, + include_title=False, + path=None, + ) + # Add average growth rate with this + plt.plot( + np.arange(YEAR_TO_PLOT, YEAR_TO_PLOT + 150), + np.ones(150) * np.mean(p.g_n[:150]), + linestyle="-", + linewidth=1, + color="red", + ) + plt.xlabel(r"Model Period ($t$)") + plt.ylabel(r"Population Growth Rate ($g_{n,t}$)") + plt.savefig( + os.path.join(plot_path, "population_growth_rates.png"), dpi=300 + ) -# Population distribution at different points in time -pp.plot_population( - p, - years_to_plot=[ - YEAR_TO_PLOT, - YEAR_TO_PLOT + 25, - YEAR_TO_PLOT + 50, - YEAR_TO_PLOT + 100, - ], - include_title=False, - path=plot_path, -) -""" -Income chapter -""" -# BRA profiles -pp.plot_ability_profiles( - p, p2=None, t=None, log_scale=True, include_title=False, path=plot_path -) -# Plotting with USA also is too busy, so do separately -# create directory for USA plots -if not os.path.exists(os.path.join(plot_path, "USA_plots")): - os.makedirs(os.path.join(plot_path, "USA_plots")) -pp.plot_ability_profiles( - p2, - p2=None, - t=None, - log_scale=True, - include_title=False, - path=os.path.join(plot_path, "USA_plots"), -) + # Population distribution at different points in time + pp.plot_population( + p, + years_to_plot=[ + YEAR_TO_PLOT, + YEAR_TO_PLOT + 25, + YEAR_TO_PLOT + 50, + YEAR_TO_PLOT + 100, + ], + include_title=False, + path=plot_path, + ) + """ + Income chapter + """ + # BRA profiles + pp.plot_ability_profiles( + p, p2=None, t=None, log_scale=True, include_title=False, path=plot_path + ) -""" -Create table for exogenous parameters -""" -table = pt.param_table( - p, - table_format="md", - path=os.path.join(plot_path, "exogenous_parameters_table.md"), -) + """ + Create table for exogenous parameters + """ + pt.param_table( + p, + table_format="md", + path=os.path.join(plot_path, "exogenous_parameters_table.md"), + ) + + +if __name__ == "__main__": + main() diff --git a/ogbra/calibrate.py b/ogbra/calibrate.py index 428183f..8e697a3 100644 --- a/ogbra/calibrate.py +++ b/ogbra/calibrate.py @@ -1,6 +1,7 @@ from ogbra import macro_params, income from ogbra import input_output as io import os +import warnings import numpy as np import datetime from ogcore import demographics @@ -15,9 +16,11 @@ def __init__( self, p, macro_data_start_year=datetime.datetime(1947, 1, 1), - macro_data_end_year=datetime.datetime(2023, 1, 1), + macro_data_end_year=datetime.datetime(2024, 12, 31), demographic_data_path=None, output_path=None, + # Set True to update from World Bank and UN APIs + update_from_api=False, ): """ Constructor for the Calibration class. @@ -26,6 +29,8 @@ def __init__( p (OG-Core Specifications object): model parameters demographic_data_path (str): path to save demographic data output_path (str): path to save output to + update_from_api (bool): Set True if you want to pull + updated macro data from World Bank and UN APIs Returns: None @@ -36,70 +41,96 @@ def __init__( if not os.path.exists(output_path): os.makedirs(output_path) + # Initialize attributes — populated only when update succeeds + self.macro_params = {} + self.demographic_params = {} + self.e = None + self.alpha_c = np.array([1.0]) if p.I == 1 else None + self.io_matrix = np.array([[1.0]]) if p.M == 1 else None + + if not update_from_api: + return + + # --- Online path: try each source independently --- + # Macro estimation - self.macro_params = macro_params.get_macro_params( - macro_data_start_year, macro_data_end_year - ) - - # io matrix and alpha_c - if p.I > 1: # no need if just one consumption good - alpha_c_dict = io.get_alpha_c() - # check that model dimensions are consistent with alpha_c - assert p.I == len(list(alpha_c_dict.keys())) - self.alpha_c = np.array(list(alpha_c_dict.values())) - else: - self.alpha_c = np.array([1.0]) - if p.M > 1: # no need if just one production good - io_df = io.get_io_matrix() - # check that model dimensions are consistent with io_matrix - assert p.M == len(list(io_df.keys())) - self.io_matrix = io_df.values - else: - self.io_matrix = np.array([[1.0]]) - - # demographics - self.demographic_params = demographics.get_pop_objs( - p.E, - p.S, - p.T, - 0, - 99, - country_id=UN_COUNTRY_CODE, - initial_data_year=p.start_year - 1, - final_data_year=p.start_year + 1, - GraphDiag=False, - download_path=demographic_data_path, - ) - - # demographics for 80 period lives (needed for getting e below) - demog80 = demographics.get_pop_objs( - 20, - 80, - p.T, - 0, - 99, - country_id=UN_COUNTRY_CODE, - initial_data_year=p.start_year - 1, - final_data_year=p.start_year + 1, - GraphDiag=False, - ) - - # earnings profiles - self.e = income.get_e_interp( - p.E, - p.S, - p.J, - p.lambdas, - demog80["omega_SS"], - ) + try: + self.macro_params = macro_params.get_macro_params( + macro_data_start_year, + macro_data_end_year, + update_from_api=update_from_api, + ) + except Exception as exc: + warnings.warn(f"Macro params update failed: {exc}", stacklevel=2) + + # io matrix and alpha_c (multi-sector only) + if p.I > 1: + try: + alpha_c_dict = io.get_alpha_c() + assert p.I == len(list(alpha_c_dict.keys())) + self.alpha_c = np.array(list(alpha_c_dict.values())) + except Exception as exc: + warnings.warn(f"alpha_c update failed: {exc}", stacklevel=2) + if p.M > 1: + try: + io_df = io.get_io_matrix() + assert p.M == len(list(io_df.keys())) + self.io_matrix = io_df.values + except Exception as exc: + warnings.warn(f"io_matrix update failed: {exc}", stacklevel=2) + + # Demographics + income (atomic — e depends on demographic output) + try: + self.demographic_params = demographics.get_pop_objs( + p.E, + p.S, + p.T, + 0, + 99, + country_id=UN_COUNTRY_CODE, + initial_data_year=p.start_year - 1, + final_data_year=p.start_year + 1, + GraphDiag=False, + download_path=demographic_data_path, + ) + + # demographics for 80 period lives (needed for getting e below) + demog80 = demographics.get_pop_objs( + 20, + 80, + p.T, + 0, + 99, + country_id=UN_COUNTRY_CODE, + initial_data_year=p.start_year - 1, + final_data_year=p.start_year + 1, + GraphDiag=False, + ) + + # earnings profiles + self.e = income.get_e_interp( + p.E, + p.S, + p.J, + p.lambdas, + demog80["omega_SS"], + ) + except Exception as exc: + warnings.warn( + f"Demographics/income update failed: {exc}", stacklevel=2 + ) + self.demographic_params = {} + self.e = None # method to return all newly calibrated parameters in a dictionary def get_dict(self): - dict = {} - dict.update(self.macro_params) - dict["e"] = self.e - dict["alpha_c"] = self.alpha_c - dict["io_matrix"] = self.io_matrix - dict.update(self.demographic_params) - - return dict + d = {} + d.update(self.macro_params) + d.update(self.demographic_params) + if self.e is not None: + d["e"] = self.e + if self.alpha_c is not None: + d["alpha_c"] = self.alpha_c + if self.io_matrix is not None: + d["io_matrix"] = self.io_matrix + return d diff --git a/ogbra/income.py b/ogbra/income.py index ccbf901..9568e83 100644 --- a/ogbra/income.py +++ b/ogbra/income.py @@ -12,7 +12,7 @@ OUTPUT_DIR = os.path.join(CUR_PATH, "OUTPUT", "ability") -def get_e_interp(E, S, J, lambdas, age_wgts, gini_to_match=52.0, plot=False): +def get_e_interp(E, S, J, lambdas, age_wgts, gini_to_match=50.3, plot=False): """ This function takes the calibrated lifetime earnings profiles (abilities, e matrix) from OG-USA and then adjusts the shape of those @@ -135,7 +135,7 @@ def f( ): pass # will return the e_new_scaled found above since dims the same else: - # generate vector of mid points for the Filipino ability groups + # generate vector of mid points for the Brazilian ability groups abil_midp = np.zeros(J) pct_lb = 0.0 for j in range(J): diff --git a/ogbra/macro_params.py b/ogbra/macro_params.py index 4e9dde7..ee9edc0 100644 --- a/ogbra/macro_params.py +++ b/ogbra/macro_params.py @@ -5,19 +5,217 @@ """ # imports -from pandas_datareader import wb import pandas as pd import numpy as np import requests import datetime -import statsmodels.api as sm from io import StringIO +from pathlib import Path + + +def _fetch_wb_data(indicators, country_iso, start_year, end_year, source): + """ + Fetch a set of World Bank indicators and return a single DataFrame. + + Args: + indicators (dict): mapping of human-readable labels to indicator codes + country_iso (str): ISO country code + start_year (int): first year to request + end_year (int): last year to request + source (int): World Bank source ID + + Returns: + pandas.DataFrame: DataFrame indexed by year/quarter label + """ + if source == 2: + date_range = f"{start_year}:{end_year}" + elif source == 20: + date_range = f"{start_year}Q1:{end_year}Q4" + else: + raise ValueError(f"Unsupported World Bank source: {source}") + + data_frames = [] + for label, indicator_code in indicators.items(): + response = requests.get( + ( + "https://api.worldbank.org/v2/country/" + f"{country_iso}/indicator/{indicator_code}" + ), + params={ + "date": date_range, + "source": source, + "format": "json", + "per_page": 10000, + }, + ) + response.raise_for_status() + try: + payload = response.json() + except ValueError as exc: + raise ValueError( + f"Malformed World Bank response for {indicator_code}" + ) from exc + + if ( + not isinstance(payload, list) + or len(payload) < 2 + or not isinstance(payload[1], list) + or not payload[1] + ): + raise ValueError( + f"Empty or malformed World Bank response for {indicator_code}" + ) + + series_data = {} + for row in payload[1]: + date = row.get("date") + if date is None: + continue + series_data[date] = row.get("value") + + if not series_data: + raise ValueError( + "No dated observations in World Bank response for " + f"{indicator_code}" + ) + + series = pd.Series(series_data, name=label) + series = pd.to_numeric(series, errors="coerce") + data_frames.append(series.to_frame()) + + data = pd.concat(data_frames, axis=1) + data.index.name = "year" + # Preserve descending time order used by the existing pct_change(-1) logic. + data = data.sort_index(ascending=False) + return data + + +def _get_imf_macro_params( + country_iso, + target_year, + data_path=None, +): + """ + Fetch IMF GFS data and compute alpha_T and alpha_G. + + Args: + country_iso (str): ISO alpha-3 country code + target_year (int): preferred calibration year + data_path (str | Path | None): optional path to save IMF CSV data + + Returns: + dict: IMF-derived macro parameters + """ + required_indicators = {"G2_T", "G24_T", "G27_T", "G271_T"} + data_path = Path(data_path) if data_path is not None else None + response = requests.get( + ( + "https://api.imf.org/external/sdmx/3.0/data/dataflow/" + f"IMF.STA/GFS_SOO/12.0.0/" + f"{country_iso}.S1311.G2M.*.POGDP_PT.A" + ), + timeout=30, + ) + response.raise_for_status() + try: + payload = response.json() + data = payload["data"] + structure = data["structures"][0] + data_set = data["dataSets"][0] + series_dimensions = structure["dimensions"]["series"] + observation_years = [ + value.get("id", value.get("value")) + for value in structure["dimensions"]["observation"][0]["values"] + ] + except (ValueError, KeyError, IndexError, TypeError) as exc: + raise ValueError( + "Empty or malformed IMF response for GFS_SOO" + ) from exc + + records = [] + for series_key, series in data_set["series"].items(): + dimension_indexes = [int(idx) for idx in series_key.split(":")] + labels = { + dim["id"]: dim["values"][idx]["id"] + for dim, idx in zip(series_dimensions, dimension_indexes) + } + indicator = labels.get("INDICATOR") + if indicator not in required_indicators: + continue + for observation_key, observation in series.get( + "observations", {} + ).items(): + value = observation[0] + if value is None: + continue + records.append( + { + "year": observation_years[int(observation_key)], + "indicator": indicator, + "value": float(value), + "country_iso": country_iso, + "sector": "S1311", + "dataset": "IMF.STA:GFS_SOO(12.0.0)", + } + ) + + imf_data = pd.DataFrame(records) + if imf_data.empty: + raise ValueError("Empty or malformed IMF response for GFS_SOO") + + if data_path is not None: + data_path.parent.mkdir(parents=True, exist_ok=True) + imf_data.sort_values(["indicator", "year"]).to_csv( + data_path, index=False + ) + print(f"IMF data saved to {data_path}") + + imf_data["year"] = pd.to_numeric(imf_data["year"], errors="coerce") + imf_data["value"] = pd.to_numeric(imf_data["value"], errors="coerce") + imf_data = imf_data.dropna(subset=["year", "value"]) + + available = ( + imf_data.pivot_table( + index="year", columns="indicator", values="value", aggfunc="first" + ) + .sort_index() + .dropna(subset=sorted(required_indicators)) + ) + available = available.loc[available.index <= int(target_year)] + + if available.empty: + raise ValueError( + f"No complete IMF data available for {country_iso} " + f"up to {target_year}" + ) + + selected_year = ( + int(target_year) + if int(target_year) in available.index + else int(available.index.max()) + ) + if selected_year != int(target_year): + print( + f"Warning: No IMF data for {target_year}. " + f"Using last available year: {selected_year}" + ) + + values = available.loc[selected_year] + return { + "alpha_T": [(values["G27_T"] - values["G271_T"]) / 100], + "alpha_G": [ + (values["G2_T"] - values["G24_T"] - values["G27_T"]) / 100 + ], + } def get_macro_params( data_start_date=datetime.datetime(1947, 1, 1), - data_end_date=datetime.datetime(2023, 1, 1), + data_end_date=datetime.datetime(2024, 12, 31), country_iso="BRA", + update_from_api=False, + imf_data_year=None, + imf_data_path=None, ): """ Compute values of parameters that are derived from macro data @@ -26,12 +224,23 @@ def get_macro_params( data_start_date (datetime): start date for data data_end_date (datetime): end date for data country_iso (str): ISO code for country + update_from_api (bool): set True to pull updated data from World + Bank, ILOSTAT, and IMF APIs + imf_data_year (int | None): IMF target year override. Defaults to + data_end_date.year when None. + imf_data_path (str | Path | None): optional path to save IMF CSV data Returns: macro_parameters (dict): dictionary of parameter values """ # initialize a dictionary of parameters macro_parameters = {} + # baseline date formatted for World Bank data + baseline_YYYYQ = ( + str(data_end_date.year) + + "Q" + + str(pd.Timestamp(data_end_date).quarter) + ) """ Retrieve data from the World Bank World Development Indicators. @@ -42,157 +251,264 @@ def get_macro_params( "GDP per capita (constant 2015 US$)": "NY.GDP.PCAP.KD", "Real GDP (constant 2015 US$)": "NY.GDP.MKTP.KD", "Nominal GDP (current US$)": "NY.GDP.MKTP.CD", - "General government final consumption expenditure " - + "(current US$)": "NE.CON.GOVT.CD", - "External debt stocks, public and publicly guaranteed (PPG) " - + "(DOD, current US$)": "DT.DOD.DPPG.CD", - "External debt stocks, total (DOD, current US$)": "DT.DOD.DECT.CD", - r"External debt stocks (% of GNI)": "DT.DOD.DECT.GN.ZS", - r"Central government debt, total (% of GDP)": "GC.DOD.TOTL.GD.ZS", - r"General government final consumption expenditure " - + r"(% of GDP)": "NE.CON.GOVT.ZS", + "General government final consumption expenditure (current US$)": "NE.CON.GOVT.CD", # noqa: E501 } - try: - # pull series of interest from the WB using pandas_datareader - # Annual data - wb_data_a = wb.WorldBankReader( - symbols=wb_a_variable_dict.values(), - countries=country_iso, - start=data_start_date, - end=data_end_date, - freq="A", - ).read() - wb_data_a.rename( - columns=dict((y, x) for x, y in wb_a_variable_dict.items()), - inplace=True, - ) - # Remove the hierarchical index (country and year) of - # wb_data_a and create a single row index using year - wb_data_a.reset_index(inplace=True) - wb_data_a["year"] = wb_data_a.year.astype(int) - wb_data_a = wb_data_a.set_index("year") - # Compute macro parameters from WB data - # Latest from WB WDI data is 2014, so use: https://www.treasury.gov.ph/?p=64737 - macro_parameters["initial_debt_ratio"] = 0.56 - macro_parameters["initial_foreign_debt_ratio"] = ( - pd.Series( - wb_data_a[r"External debt stocks (% of GNI)"] - * ( - wb_data_a[ - "External debt stocks, public and publicly " - + "guaranteed (PPG) (DOD, current US$)" - ] - / wb_data_a[ - "External debt stocks, total (DOD, current US$)" - ] + # Quarterly data + wb_q_variable_dict = { + "Gross PSD USD - domestic creditors": "DP.DOD.DECD.CR.PS.CD", + "Gross PSD USD - external creditors": "DP.DOD.DECX.CR.PS.CD", + "Gross PSD Gen Gov - percentage of GDP": "DP.DOD.DECT.CR.GG.Z1", + } + if update_from_api: + try: + wb_data_a = _fetch_wb_data( + wb_a_variable_dict, + country_iso, + data_start_date.year, + data_end_date.year, + source=2, + ) + wb_data_q = _fetch_wb_data( + wb_q_variable_dict, + country_iso, + data_start_date.year, + data_end_date.year, + source=20, + ) + + # Function to get the latest valid data if baseline_YYYYQ + # is missing or NaN + def get_valid_data(series, baseline_YYYYQ): + value = series.get(baseline_YYYYQ, None) + + if pd.isna(value): + latest_non_nan = series.dropna().last_valid_index() + + if latest_non_nan is not None: + print( + f"Warning: No data for {baseline_YYYYQ}. " + f"Using last available quarter: {latest_non_nan}" + ) + value = series.get(latest_non_nan, None) + else: + print( + "Warning: No historical data available. " + "Skipping update." + ) + value = None + + return value + + # Compute macro parameters from WB data + macro_parameters["initial_debt_ratio"] = get_valid_data( + pd.Series(wb_data_q["Gross PSD Gen Gov - percentage of GDP"]) + / 100, + baseline_YYYYQ, + ) + print( + "initial_debt_ratio updated from World Bank API: " + f"{macro_parameters['initial_debt_ratio']}" + ) + + # Compute initial_foreign_debt_ratio safely + if ( + "Gross PSD USD - external creditors" in wb_data_q.columns + and "Gross PSD USD - domestic creditors" in wb_data_q.columns + ): + total_debt = ( + wb_data_q["Gross PSD USD - domestic creditors"] + + wb_data_q["Gross PSD USD - external creditors"] ) - ).loc[data_end_date.year - 2] - / 100 - ) - # zeta_D = share of new debt issues from government that are - # purchased by foreigners - # set to initial ratio without better info - macro_parameters["zeta_D"] = [ - macro_parameters["initial_foreign_debt_ratio"] - ] - macro_parameters["g_y_annual"] = ( - wb_data_a["GDP per capita (constant 2015 US$)"] - .loc[2000:2019] # stop pre-COVID - .pct_change() - .mean() - ) - macro_parameters["alpha_G"] = [ - ( - wb_data_a[ - r"General government final consumption " - + r"expenditure (% of GDP)" - ].loc[data_end_date.year] - / 100 + + # Avoid division by zero + wb_data_q["foreign_debt_ratio"] = wb_data_q[ + "Gross PSD USD - external creditors" + ] / total_debt.replace(0, np.nan) + + macro_parameters["initial_foreign_debt_ratio"] = ( + get_valid_data( + wb_data_q["foreign_debt_ratio"], baseline_YYYYQ + ) + ) + else: + print( + "Warning: Missing debt variables in World Bank data." + " Skipping update for initial_foreign_debt_ratio." + ) + + fdr = macro_parameters.get("initial_foreign_debt_ratio") + if fdr is not None: + print( + "initial_foreign_debt_ratio updated from World Bank " + f"API: {fdr}" + ) + # Compute zeta_D safely + macro_parameters["zeta_D"] = [fdr] + print( + "zeta_D updated from World Bank API: " + f"{macro_parameters['zeta_D']}" + ) + else: + print( + "Warning: initial_foreign_debt_ratio is None. " + "Skipping initial_foreign_debt_ratio and zeta_D." + ) + macro_parameters.pop("initial_foreign_debt_ratio", None) + + # Compute annual GDP growth safely + if "GDP per capita (constant 2015 US$)" in wb_data_a.columns: + g_y_series = wb_data_a[ + "GDP per capita (constant 2015 US$)" + ].pct_change(-1) + + # If all values are NaN, return None + macro_parameters["g_y_annual"] = ( + g_y_series.mean() if not g_y_series.isna().all() else None + ) + else: + print( + "Warning: Missing GDP per capita data in World Bank " + "data. Skipping update for g_y_annual." + ) + + print( + "g_y_annual updated from World Bank API: " + f"{macro_parameters['g_y_annual']}" ) - ] - except ConnectionError: - print("Failed to retrieve data from World Bank") - print("Will not update the following parameters:") - print( - "[initial_debt_ratio, initial_foreign_debt_ratio, zeta_D, " - + "g_y, alpha_G]" - ) + except Exception: + print("Failed to retrieve data from World Bank") + print("Will not update the following parameters:") + print( + "[initial_debt_ratio, initial_foreign_debt_ratio, zeta_D, g_y]" + ) + else: + print("Not updating from World Bank API") """ Retrieve labour share data from the United Nations ILOSTAT Data API (see https://rshiny.ilo.org/dataexplorer9/?lang=en) + The series code is SDG_1041_NOC_RT_A (capital share) + Labor share (gamma) = 1 - capital share + If this fails we will not update gamma in 'default_parameters.json' """ - target = ( - "https://rplumber.ilo.org/data/indicator/" - + "?id=LAP_2GDP_NOC_RT_A" - + "&ref_area=" - + str(country_iso) - + "&timefrom=" - + str(data_start_date.year) - + "&timeto=" - + str(data_end_date.year) - + "&type=both&format=.csv" - ) - response = requests.get(target) - if response.status_code == 200: - csv_content = StringIO(response.text) - df_temp = pd.read_csv(csv_content) - else: - print( - "Failed to retrieve data. HTTP status code: " - + f"{response.status_code}" - ) - ilo_data = df_temp[["time", "obs_value"]] - # find gamma, capital's share of income - macro_parameters["gamma"] = [ - 1 - - ( - ( - ilo_data.loc[ - ilo_data["time"] == min(data_end_date.year, 2021), - "obs_value", # 2021 is latest year of data - ].squeeze() + if update_from_api: + try: + target = ( + "https://rplumber.ilo.org/data/indicator/" + + "?id=SDG_1041_NOC_RT_A" + + "&ref_area=" + + str(country_iso) + + "&timefrom=" + + str(data_start_date.year) + + "&timeto=" + + str(data_end_date.year) + + "&type=both&format=.csv" ) - / 100 - ) - ] + # Add headers + headers = { + "User-Agent": ( + "Mozilla/5.0 (Windows NT 10.0; Win64; x64) " + "AppleWebKit/537.36 (KHTML, like Gecko) " + "Chrome/91.0.4472.124 Safari/537.36" + ) + } + + print("Attempting to update gamma from ILOSTAT") + response = requests.get(target, headers=headers) + if response.status_code != 200: + print(f"Error: Received status code {response.status_code}") + else: + print("Request successful.") + csv_content = StringIO(response.text) + df_temp = pd.read_csv(csv_content) + ilo_data = df_temp[["time", "obs_value"]] + # find gamma, capital's share of income + macro_parameters["gamma"] = [ + 1 + - ( + ( + ilo_data.loc[ + ilo_data["time"] == data_end_date.year, "obs_value" + ].squeeze() + ) + / 100 + ) + ] + print( + f"gamma updated from ILOSTAT API: {macro_parameters['gamma']}" + ) + except Exception: + print("Failed to retrieve data from ILOSTAT") + print("Will not update gamma") + else: + print("Not updating from ILOSTAT API") """ Calibrate parameters from IMF data """ - # alpha_T, non-social security benefits as a fraction of GDP - # can't find this specifically, so use primary expenditures minus - # final consumption expenditures - # source: https://www.tesourotransparente.gov.br/publicacoes/ - # central-government-primary-balance-rtn-english/2024/10 - macro_parameters["alpha_T"] = [0.094] - - """" - Esimate the discount on sovereign yields relative to private debt - Follow the methodology in Li, Magud, Werner, Witte (2021) - available at: - https://www.imf.org/en/Publications/WP/Issues/2021/06/04/ - The-Long-Run-Impact-of-Sovereign-Yields-on-Corporate-Yields-in-Emerging-Markets-50224 - - Steps: - 1) Generate modelled corporate yields (corp_yhat) for a range of - sovereign yields (sov_y) using the estimated equation in col 2 of - table 8 (and figure 3). 2) Estimate the OLS using sovereign yields - as the dependent variable - """ - # # estimate r_gov_shift and r_gov_scale - sov_y = np.arange(20, 120) / 10 - corp_yhat = 8.199 - (2.975 * sov_y) + (0.478 * sov_y**2) - corp_yhat = sm.add_constant(corp_yhat) - mod = sm.OLS( - sov_y, - corp_yhat, - ) - res = mod.fit() - # First term is the constant and needs to be divided by 100 to have - # the correct unit. Second term is the coefficient - macro_parameters["r_gov_shift"] = [(-res.params[0] / 100)] - macro_parameters["r_gov_scale"] = [res.params[1]] + if update_from_api: + try: + imf_year = ( + data_end_date.year if imf_data_year is None else imf_data_year + ) + macro_parameters.update( + _get_imf_macro_params( + country_iso, + imf_year, + data_path=imf_data_path, + ) + ) + print( + f"alpha_T updated from IMF data: {macro_parameters['alpha_T']}" + ) + print( + f"alpha_G updated from IMF data: {macro_parameters['alpha_G']}" + ) + except Exception: + print("Failed to retrieve data from IMF") + print("Will not update alpha_T, alpha_G") + + """" + Estimate the discount on sovereign yields relative to private debt + Follow the methodology in Li, Magud, Werner, Witte (2021) + available at: + https://www.imf.org/en/Publications/WP/Issues/2021/06/04/The-Long-Run-Impact-of-Sovereign-Yields-on-Corporate-Yields-in-Emerging-Markets-50224 + discussion is here: https://github.com/PSLmodels/OG-BRA/issues/22 + Steps: + 1) Generate modelled corporate yields (corp_yhat) for a range of + sovereign yields (sov_y) using the estimated equation in col 2 of + table 8 (and figure 3). 2) Estimate the OLS using sovereign yields + as the dependent variable + """ + try: + import statsmodels.api as sm + + # # estimate r_gov_shift and r_gov_scale + sov_y = np.arange(20, 120) / 10 + corp_yhat = 8.199 - (2.975 * sov_y) + (0.478 * sov_y**2) + corp_yhat = sm.add_constant(corp_yhat) + mod = sm.OLS( + sov_y, + corp_yhat, + ) + res = mod.fit() + # First term is the constant and needs to be divided by 100 to have + # the correct unit. Second term is the coefficient + macro_parameters["r_gov_shift"] = [-res.params[0] / 100] + macro_parameters["r_gov_scale"] = [res.params[1]] + print( + "r_gov_shift updated from IMF data: " + f"{macro_parameters['r_gov_shift']}" + ) + print( + "r_gov_scale updated from IMF data: " + f"{macro_parameters['r_gov_scale']}" + ) + except Exception: + print("Failed to compute r_gov_shift, r_gov_scale") + print("Will not update r_gov_shift, r_gov_scale") + else: + print("Not updating alpha_T, alpha_G, r_gov_shift, r_gov_scale") return macro_parameters diff --git a/ogbra/ogbra_default_parameters.json b/ogbra/ogbra_default_parameters.json index 2d5fcda..e2d472f 100644 --- a/ogbra/ogbra_default_parameters.json +++ b/ogbra/ogbra_default_parameters.json @@ -1,6 +1,6 @@ { - "frisch": 0.25, - "g_y_annual": 0.036172072452455455, + "frisch": 0.4, + "g_y_annual": 0.02120376174237082, "S": 80, "J": 7, "T": 320, @@ -17,724 +17,724 @@ ], "e": [ [ - 0.3720299646062837, - 0.24925152442184081, - 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Specifications +from ogcore.utils import params_to_json + + +def main(): + # Directories to save data + CUR_DIR = os.path.dirname(os.path.realpath(__file__)) + + # Set up baseline parameterization + p = Specifications(baseline=True) + # Update parameters for baseline from default json file + content = ( + files("ogbra") + .joinpath("ogbra_default_parameters.json") + .read_text(encoding="utf-8") + ) + defaults = json.loads(content) + p.update_specifications(defaults) + c = Calibration( + p, + update_from_api=True, + ) + d = c.get_dict() + # update parameters + p.update_specifications(d) + # save to json file + params_to_json(p, os.path.join(CUR_DIR, "ogbra_default_parameters.json")) + + +if __name__ == "__main__": + main() diff --git a/pyproject.toml b/pyproject.toml index 75b2118..844c339 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -43,11 +43,8 @@ dependencies = [ "distributed>=2.30.1", "paramtools>=0.15.0", "requests", - "pandas-datareader", - "xlwt", "openpyxl>=3.1.2", "statsmodels", - "linearmodels", "linecheck", "ogcore", ] diff --git a/tests/test_calibrate.py b/tests/test_calibrate.py new file mode 100644 index 0000000..87266a2 --- /dev/null +++ b/tests/test_calibrate.py @@ -0,0 +1,159 @@ +""" +Tests of calibrate.py module — offline and partial-failure behavior +""" + +import warnings +import numpy as np +from unittest.mock import MagicMock, patch +from ogbra.calibrate import Calibration + + +def _make_mock_p(I=1, M=1): # noqa: E741 + """Create a minimal mock Specifications object.""" + p = MagicMock() + p.I = I + p.M = M + p.E = 20 + p.S = 80 + p.T = 160 + p.J = 7 + p.start_year = 2026 + p.lambdas = np.array([0.25, 0.25, 0.0625, 0.0625, 0.0625, 0.0625, 0.25]) + return p + + +class TestOfflineMode: + """Tests for update_from_api=False (the default).""" + + def test_single_sector_returns_identity_values(self): + """Single-sector offline: get_dict() returns alpha_c=[1.0] + and io_matrix=[[1.0]].""" + p = _make_mock_p(I=1, M=1) + c = Calibration(p, update_from_api=False) + + d = c.get_dict() + assert "alpha_c" in d + assert "io_matrix" in d + np.testing.assert_array_equal(d["alpha_c"], np.array([1.0])) + np.testing.assert_array_equal(d["io_matrix"], np.array([[1.0]])) + + def test_single_sector_no_demographics(self): + """Offline mode should not include demographics or e.""" + p = _make_mock_p(I=1, M=1) + c = Calibration(p, update_from_api=False) + + d = c.get_dict() + assert "e" not in d + assert "omega" not in d + assert "omega_SS" not in d + assert "g_n_ss" not in d + + def test_single_sector_no_macro(self): + """Offline mode should not include macro params.""" + p = _make_mock_p(I=1, M=1) + c = Calibration(p, update_from_api=False) + + d = c.get_dict() + assert "g_y_annual" not in d + assert "initial_debt_ratio" not in d + + def test_multi_sector_omits_alpha_c_and_io_matrix(self): + """Multi-sector offline: alpha_c and io_matrix are None, + omitted from get_dict().""" + p = _make_mock_p(I=5, M=4) + c = Calibration(p, update_from_api=False) + + d = c.get_dict() + assert "alpha_c" not in d + assert "io_matrix" not in d + assert c.alpha_c is None + assert c.io_matrix is None + + def test_get_dict_returns_empty_for_multi_sector(self): + """Multi-sector offline: get_dict() returns completely empty dict.""" + p = _make_mock_p(I=5, M=4) + c = Calibration(p, update_from_api=False) + + assert c.get_dict() == {} + + @patch("ogbra.calibrate.macro_params") + @patch("ogbra.calibrate.io") + def test_no_external_calls(self, mock_io, mock_macro): + """Offline mode should not call any external-facing functions.""" + p = _make_mock_p(I=5, M=4) + Calibration(p, update_from_api=False) + + mock_macro.get_macro_params.assert_not_called() + mock_io.get_alpha_c.assert_not_called() + mock_io.get_io_matrix.assert_not_called() + + +class TestOnlinePartialFailure: + """Tests for update_from_api=True with mocked partial failures.""" + + @patch("ogbra.calibrate.macro_params") + def test_macro_failure_warns_and_omits(self, mock_macro): + """When macro update fails, warn and omit from get_dict().""" + mock_macro.get_macro_params.side_effect = RuntimeError("API down") + + p = _make_mock_p(I=1, M=1) + with warnings.catch_warnings(record=True) as w: + warnings.simplefilter("always") + with patch("ogcore.demographics.get_pop_objs") as mock_demog: + mock_demog.side_effect = RuntimeError("skip") + c = Calibration(p, update_from_api=True) + + macro_warnings = [x for x in w if "Macro params" in str(x.message)] + assert len(macro_warnings) == 1 + + d = c.get_dict() + assert "g_y_annual" not in d + assert "initial_debt_ratio" not in d + + @patch("ogbra.calibrate.io") + @patch("ogbra.calibrate.macro_params") + def test_sam_failure_warns_and_omits(self, mock_macro, mock_io): + """When SAM fetch fails, alpha_c and io_matrix are omitted.""" + mock_macro.get_macro_params.return_value = {"g_y_annual": 0.01} + mock_io.get_alpha_c.side_effect = RuntimeError("SAM unavailable") + mock_io.get_io_matrix.side_effect = RuntimeError("SAM unavailable") + + p = _make_mock_p(I=5, M=4) + with warnings.catch_warnings(record=True) as w: + warnings.simplefilter("always") + with patch("ogcore.demographics.get_pop_objs") as mock_demog: + mock_demog.side_effect = RuntimeError("skip") + c = Calibration(p, update_from_api=True) + + alpha_warnings = [x for x in w if "alpha_c" in str(x.message)] + io_warnings = [x for x in w if "io_matrix" in str(x.message)] + assert len(alpha_warnings) == 1 + assert len(io_warnings) == 1 + + d = c.get_dict() + assert "alpha_c" not in d + assert "io_matrix" not in d + assert d["g_y_annual"] == 0.01 + + @patch("ogbra.calibrate.macro_params") + def test_demographics_failure_warns_and_omits(self, mock_macro): + """When demographics fails, e and demographic_params are omitted.""" + mock_macro.get_macro_params.return_value = {"g_y_annual": 0.01} + + p = _make_mock_p(I=1, M=1) + with warnings.catch_warnings(record=True) as w: + warnings.simplefilter("always") + with patch("ogcore.demographics.get_pop_objs") as mock_demog: + mock_demog.side_effect = RuntimeError("UN API down") + c = Calibration(p, update_from_api=True) + + demo_warnings = [x for x in w if "Demographics" in str(x.message)] + assert len(demo_warnings) == 1 + + d = c.get_dict() + assert "e" not in d + assert "omega" not in d + assert "omega_SS" not in d + assert d["g_y_annual"] == 0.01 + assert "alpha_c" in d + assert "io_matrix" in d diff --git a/tests/test_import_smoke.py b/tests/test_import_smoke.py new file mode 100644 index 0000000..e282299 --- /dev/null +++ b/tests/test_import_smoke.py @@ -0,0 +1,13 @@ +""" +Import smoke tests for installed package usage. +""" + + +def test_import_smoke(): + import ogbra + from ogbra import macro_params + from ogbra.calibrate import Calibration + + assert ogbra is not None + assert macro_params is not None + assert Calibration is not None diff --git a/tests/test_macro_params.py b/tests/test_macro_params.py index 6506019..a418903 100644 --- a/tests/test_macro_params.py +++ b/tests/test_macro_params.py @@ -2,16 +2,284 @@ Tests of macro_params.py module """ +import sys +import types + +import requests +import pytest + from ogbra import macro_params -def test_get_macro_params(): - test_dict = macro_params.get_macro_params() +class MockResponse: + """ + Minimal mock response for requests.get(). + """ + + def __init__(self, *, json_data=None, text="", status_code=200): + self._json_data = json_data + self.text = text + self.status_code = status_code + + def json(self): + if isinstance(self._json_data, Exception): + raise self._json_data + return self._json_data + + def raise_for_status(self): + if self.status_code >= 400: + raise requests.HTTPError( + f"HTTP {self.status_code} returned from mocked request" + ) + + +def _wb_payload(observations): + return [ + { + "page": 1, + "pages": 1, + "per_page": "10000", + "total": len(observations), + }, + [ + { + "date": date, + "value": value, + "indicator": {"id": "mock-indicator"}, + } + for date, value in observations + ], + ] + + +def _imf_payload(indicator_year_values): + years = sorted( + { + int(year) + for observations in indicator_year_values.values() + for year in observations.keys() + } + ) + indicators = list(indicator_year_values.keys()) + return { + "meta": {}, + "data": { + "dataSets": [ + { + "structure": 0, + "action": "Replace", + "series": { + f"0:0:0:{indicator_idx}:0:0": { + "attributes": [0, None, None], + "observations": { + str(years.index(int(year))): [str(value)] + for year, value in observations.items() + }, + } + for indicator_idx, observations in enumerate( + indicator_year_values.values() + ) + }, + } + ], + "structures": [ + { + "dimensions": { + "series": [ + {"id": "COUNTRY", "values": [{"id": "BRA"}]}, + {"id": "SECTOR", "values": [{"id": "S1311"}]}, + {"id": "GFS_GRP", "values": [{"id": "G2M"}]}, + { + "id": "INDICATOR", + "values": [ + {"id": indicator} + for indicator in indicators + ], + }, + { + "id": "TYPE_OF_TRANSFORMATION", + "values": [{"id": "POGDP_PT"}], + }, + {"id": "FREQUENCY", "values": [{"id": "A"}]}, + ], + "observation": [ + { + "id": "TIME_PERIOD", + "values": [ + {"value": str(year)} for year in years + ], + } + ], + }, + "measures": { + "observation": [{"id": "OBS_VALUE", "roles": []}] + }, + "attributes": { + "dimensionGroup": [], + "series": [], + "observation": [], + }, + "annotations": [], + } + ], + }, + } + + +def _mock_requests_get(monkeypatch, wb_payloads, ilo_text=None, imf_json=None): + def fake_get(url, params=None, headers=None, timeout=None): + if "worldbank.org" in url: + indicator_code = url.rstrip("/").split("/")[-1] + return MockResponse(json_data=wb_payloads[indicator_code]) + if "rplumber.ilo.org" in url: + return MockResponse( + text=ilo_text or "time,obs_value\n2024,40\n2023,39\n" + ) + if "api.imf.org" in url: + return MockResponse( + json_data=imf_json + or _imf_payload( + { + "G2_T": {2023: 31.8, 2024: 32.4}, + "G24_T": {2023: 4.1, 2024: 4.7}, + "G27_T": {2023: 3.9, 2024: 3.6}, + "G271_T": {2023: 0.0, 2024: 0.0}, + } + ) + ) + raise AssertionError(f"Unexpected URL requested in test: {url}") + + monkeypatch.setattr(macro_params.requests, "get", fake_get) + + +def _mock_statsmodels(monkeypatch, params=None): + fake_statsmodels = types.ModuleType("statsmodels") + fake_api = types.ModuleType("statsmodels.api") + + def add_constant(values): + return values + + class OLS: + def __init__(self, endog, exog): + self.endog = endog + self.exog = exog + + def fit(self): + result = types.SimpleNamespace() + result.params = params or [1.0, 0.5] + return result + + fake_api.add_constant = add_constant + fake_api.OLS = OLS + fake_statsmodels.api = fake_api + monkeypatch.setitem(sys.modules, "statsmodels", fake_statsmodels) + monkeypatch.setitem(sys.modules, "statsmodels.api", fake_api) + + +def test_fetch_wb_data_annual_success(monkeypatch): + _mock_requests_get( + monkeypatch, + { + "NY.GDP.PCAP.KD": _wb_payload( + [("2022", 64.0), ("2024", 100.0), ("2023", 80.0)] + ) + }, + ) + + data = macro_params._fetch_wb_data( + {"GDP per capita (constant 2015 US$)": "NY.GDP.PCAP.KD"}, + "BRA", + 2022, + 2024, + source=2, + ) + + assert list(data.index) == ["2024", "2023", "2022"] + assert list(data.columns) == ["GDP per capita (constant 2015 US$)"] + assert data.loc["2024", "GDP per capita (constant 2015 US$)"] == 100.0 + + +def test_fetch_wb_data_quarterly_success(monkeypatch): + _mock_requests_get( + monkeypatch, + { + "DP.DOD.DECT.CR.GG.Z1": _wb_payload( + [("2024Q2", 48.0), ("2024Q4", 50.0), ("2024Q3", 49.0)] + ) + }, + ) + + data = macro_params._fetch_wb_data( + {"Gross PSD Gen Gov - percentage of GDP": "DP.DOD.DECT.CR.GG.Z1"}, + "BRA", + 2024, + 2024, + source=20, + ) + + assert list(data.index) == ["2024Q4", "2024Q3", "2024Q2"] + assert list(data.columns) == ["Gross PSD Gen Gov - percentage of GDP"] + assert data.loc["2024Q4", "Gross PSD Gen Gov - percentage of GDP"] == 50.0 + + +def test_fetch_wb_data_empty_payload_raises_value_error(monkeypatch): + _mock_requests_get( + monkeypatch, + {"NY.GDP.PCAP.KD": [{"page": 1, "pages": 1, "total": 0}, []]}, + ) + + with pytest.raises(ValueError, match="Empty or malformed World Bank"): + macro_params._fetch_wb_data( + {"GDP per capita (constant 2015 US$)": "NY.GDP.PCAP.KD"}, + "BRA", + 2022, + 2024, + source=2, + ) + + +def test_get_macro_params_update_from_api_false_returns_empty_dict(): + test_dict = macro_params.get_macro_params(update_from_api=False) + + assert isinstance(test_dict, dict) + assert test_dict == {} + + +def test_get_macro_params_update_from_api_true(monkeypatch): + _mock_statsmodels(monkeypatch) + _mock_requests_get( + monkeypatch, + { + "NY.GDP.PCAP.KD": _wb_payload( + [("2022", 64.0), ("2024", 100.0), ("2023", 80.0)] + ), + "NY.GDP.MKTP.KD": _wb_payload( + [("2022", 640.0), ("2024", 1000.0), ("2023", 800.0)] + ), + "NY.GDP.MKTP.CD": _wb_payload( + [("2022", 700.0), ("2024", 1100.0), ("2023", 900.0)] + ), + "NE.CON.GOVT.CD": _wb_payload( + [("2022", 200.0), ("2024", 250.0), ("2023", 225.0)] + ), + "DP.DOD.DECD.CR.PS.CD": _wb_payload( + [("2024Q4", 60.0), ("2024Q3", 58.0), ("2024Q2", 57.0)] + ), + "DP.DOD.DECX.CR.PS.CD": _wb_payload( + [("2024Q4", 40.0), ("2024Q3", 42.0), ("2024Q2", 43.0)] + ), + "DP.DOD.DECT.CR.GG.Z1": _wb_payload( + [("2024Q4", 50.0), ("2024Q3", 49.0), ("2024Q2", 48.0)] + ), + }, + ilo_text="time,obs_value\n2024,40\n2023,39\n", + ) + + test_dict = macro_params.get_macro_params(update_from_api=True) assert isinstance(test_dict, dict) - assert ( - list(test_dict.keys()).sort() - == [ + assert sorted(test_dict.keys()) == sorted( + [ "r_gov_shift", "r_gov_scale", "alpha_T", @@ -21,5 +289,118 @@ def test_get_macro_params(): "gamma", "zeta_D", "initial_foreign_debt_ratio", - ].sort() + ] + ) + assert test_dict["initial_debt_ratio"] == 0.5 + assert test_dict["initial_foreign_debt_ratio"] == 0.4 + assert test_dict["zeta_D"] == [0.4] + assert test_dict["g_y_annual"] == pytest.approx(0.25) + assert test_dict["gamma"] == [0.6] + assert test_dict["alpha_T"] == [pytest.approx(0.036)] + assert test_dict["alpha_G"] == [pytest.approx(0.241)] + assert test_dict["r_gov_shift"] == [-0.01] + assert test_dict["r_gov_scale"] == [0.5] + + +def test_get_macro_params_uses_last_valid_quarter(monkeypatch): + _mock_statsmodels(monkeypatch) + _mock_requests_get( + monkeypatch, + { + "NY.GDP.PCAP.KD": _wb_payload( + [("2022", 64.0), ("2024", 100.0), ("2023", 80.0)] + ), + "NY.GDP.MKTP.KD": _wb_payload( + [("2022", 640.0), ("2024", 1000.0), ("2023", 800.0)] + ), + "NY.GDP.MKTP.CD": _wb_payload( + [("2022", 700.0), ("2024", 1100.0), ("2023", 900.0)] + ), + "NE.CON.GOVT.CD": _wb_payload( + [("2022", 200.0), ("2024", 250.0), ("2023", 225.0)] + ), + "DP.DOD.DECD.CR.PS.CD": _wb_payload( + [("2024Q4", None), ("2024Q3", 60.0), ("2024Q2", None)] + ), + "DP.DOD.DECX.CR.PS.CD": _wb_payload( + [("2024Q4", None), ("2024Q3", 40.0), ("2024Q2", None)] + ), + "DP.DOD.DECT.CR.GG.Z1": _wb_payload( + [("2024Q4", None), ("2024Q3", 50.0), ("2024Q2", None)] + ), + }, + ilo_text="time,obs_value\n2024,40\n2023,39\n", + ) + + test_dict = macro_params.get_macro_params(update_from_api=True) + + assert test_dict["initial_debt_ratio"] == 0.5 + assert test_dict["initial_foreign_debt_ratio"] == 0.4 + assert test_dict["zeta_D"] == [0.4] + + +def test_get_imf_macro_params_overwrites_saved_file(monkeypatch, tmp_path): + _mock_requests_get( + monkeypatch, + {}, + imf_json=_imf_payload( + { + "G2_T": {2023: 31.8, 2024: 32.4}, + "G24_T": {2023: 4.1, 2024: 4.7}, + "G27_T": {2023: 3.9, 2024: 3.6}, + "G271_T": {2023: 0.0, 2024: 0.0}, + } + ), + ) + + data_file = tmp_path / "imf_gfs_soo_bra_s1311_g2m_pogdp_pt_a.csv" + result = macro_params._get_imf_macro_params( + "BRA", 2024, data_path=data_file + ) + + assert result["alpha_T"] == [pytest.approx(0.036)] + assert result["alpha_G"] == [pytest.approx(0.241)] + assert data_file.exists() + + _mock_requests_get( + monkeypatch, + {}, + imf_json=_imf_payload( + { + "G2_T": {2023: 31.8, 2024: 32.8}, + "G24_T": {2023: 4.1, 2024: 4.8}, + "G27_T": {2023: 3.9, 2024: 3.7}, + "G271_T": {2023: 0.0, 2024: 0.1}, + } + ), ) + + refreshed = macro_params._get_imf_macro_params( + "BRA", 2024, data_path=data_file + ) + + assert refreshed != result + saved_data = macro_params.pd.read_csv(data_file) + saved_2024 = saved_data[saved_data["year"] == 2024].set_index("indicator") + assert saved_2024.loc["G27_T", "value"] == pytest.approx(3.7) + assert saved_2024.loc["G271_T", "value"] == pytest.approx(0.1) + + +def test_get_imf_macro_params_falls_back_to_last_available_year(monkeypatch): + _mock_requests_get( + monkeypatch, + {}, + imf_json=_imf_payload( + { + "G2_T": {2023: 31.8}, + "G24_T": {2023: 4.1}, + "G27_T": {2023: 3.9}, + "G271_T": {2023: 0.0}, + } + ), + ) + + result = macro_params._get_imf_macro_params("BRA", 2024) + + assert result["alpha_T"] == [pytest.approx(0.039)] + assert result["alpha_G"] == [pytest.approx(0.238)] diff --git a/tests/test_update_baseline.py b/tests/test_update_baseline.py new file mode 100644 index 0000000..3dc13d6 --- /dev/null +++ b/tests/test_update_baseline.py @@ -0,0 +1,50 @@ +""" +Tests of update_baseline.py module +""" + +import json +from pathlib import Path + +from ogcore.parameters import Specifications + +from ogbra import update_baseline + + +class MockCalibration: + """ + Minimal calibration stub for update_baseline.main(). + """ + + def __init__(self, p, update_from_api): + self.p = p + self.update_from_api = update_from_api + + def get_dict(self): + return {"frisch": 0.5, "g_y_annual": 0.03} + + +def test_main_json_updates_specifications(monkeypatch, tmp_path): + """ + JSON written by main() can be loaded into Specifications without error. + """ + output_dir = tmp_path / "baseline_output" + output_dir.mkdir() + + monkeypatch.setattr(update_baseline, "Calibration", MockCalibration) + monkeypatch.setattr( + update_baseline.os.path, + "realpath", + lambda _: str(output_dir 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