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"# Detrending, Stylized Facts and the Business Cycle\n",
"\n",
"In an influential article, Harvey and Jaeger (1993) described the use of unobserved components models (also known as \"structural time series models\") to derive stylized facts of the business cycle.\n",
"\n",
"Their paper begins:\n",
"\n",
" \"Establishing the 'stylized facts' associated with a set of time series is widely considered a crucial step\n",
" in macroeconomic research ... For such facts to be useful they should (1) be consistent with the stochastic\n",
" properties of the data and (2) present meaningful information.\"\n",
" \n",
"In particular, they make the argument that these goals are often better met using the unobserved components approach rather than the popular Hodrick-Prescott filter or Box-Jenkins ARIMA modeling techniques.\n",
"\n",
"statsmodels has the ability to perform all three types of analysis, and below we follow the steps of their paper, using a slightly updated dataset."
]
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"%matplotlib inline\n",
"\n",
"import numpy as np\n",
"import pandas as pd\n",
"import statsmodels.api as sm\n",
"import matplotlib.pyplot as plt\n",
"\n",
"from IPython.display import display, Latex"
]
},
{
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"source": [
"## Unobserved Components\n",
"\n",
"The unobserved components model available in statsmodels can be written as:\n",
"\n",
"$$\n",
"y_t = \\underbrace{\\mu_{t}}_{\\text{trend}} + \\underbrace{\\gamma_{t}}_{\\text{seasonal}} + \\underbrace{c_{t}}_{\\text{cycle}} + \\sum_{j=1}^k \\underbrace{\\beta_j x_{jt}}_{\\text{explanatory}} + \\underbrace{\\varepsilon_t}_{\\text{irregular}}\n",
"$$\n",
"\n",
"see Durbin and Koopman 2012, Chapter 3 for notation and additional details. Notice that different specifications for the different individual components can support a wide range of models. The specific models considered in the paper and below are specializations of this general equation.\n",
"\n",
"### Trend\n",
"\n",
"The trend component is a dynamic extension of a regression model that includes an intercept and linear time-trend.\n",
"\n",
"$$\n",
"\\begin{align}\n",
"\\underbrace{\\mu_{t+1}}_{\\text{level}} & = \\mu_t + \\nu_t + \\eta_{t+1} \\qquad & \\eta_{t+1} \\sim N(0, \\sigma_\\eta^2) \\\\\\\\\n",
"\\underbrace{\\nu_{t+1}}_{\\text{trend}} & = \\nu_t + \\zeta_{t+1} & \\zeta_{t+1} \\sim N(0, \\sigma_\\zeta^2) \\\\\n",
"\\end{align}\n",
"$$\n",
"\n",
"where the level is a generalization of the intercept term that can dynamically vary across time, and the trend is a generalization of the time-trend such that the slope can dynamically vary across time.\n",
"\n",
"For both elements (level and trend), we can consider models in which:\n",
"\n",
"- The element is included vs excluded (if the trend is included, there must also be a level included).\n",
"- The element is deterministic vs stochastic (i.e. whether or not the variance on the error term is confined to be zero or not)\n",
"\n",
"The only additional parameters to be estimated via MLE are the variances of any included stochastic components.\n",
"\n",
"This leads to the following specifications:\n",
"\n",
"| | Level | Trend | Stochastic Level | Stochastic Trend |\n",
"|----------------------------------------------------------------------|-------|-------|------------------|------------------|\n",
"| Constant | ✓ | | | |\n",
"| Local Level (random walk) | ✓ | | ✓ | |\n",
"| Deterministic trend | ✓ | ✓ | | |\n",
"| Local level with deterministic trend (random walk with drift) | ✓ | ✓ | ✓ | |\n",
"| Local linear trend | ✓ | ✓ | ✓ | ✓ |\n",
"| Smooth trend (integrated random walk) | ✓ | ✓ | | ✓ |\n",
"\n",
"### Seasonal\n",
"\n",
"The seasonal component is written as:\n",
"\n",
"$$\n",
"\\gamma_t = - \\sum_{j=1}^{s-1} \\gamma_{t+1-j} + \\omega_t \\qquad \\omega_t \\sim N(0, \\sigma_\\omega^2)\n",
"$$\n",
"\n",
"The periodicity (number of seasons) is `s`, and the defining character is that (without the error term), the seasonal components sum to zero across one complete cycle. The inclusion of an error term allows the seasonal effects to vary over time.\n",
"\n",
"The variants of this model are:\n",
"\n",
"- The periodicity `s`\n",
"- Whether or not to make the seasonal effects stochastic.\n",
"\n",
"If the seasonal effect is stochastic, then there is one additional parameter to estimate via MLE (the variance of the error term).\n",
"\n",
"### Cycle\n",
"\n",
"The cyclical component is intended to capture cyclical effects at time frames much longer than captured by the seasonal component. For example, in economics the cyclical term is often intended to capture the business cycle, and is then expected to have a period between \"1.5 and 12 years\" (see Durbin and Koopman).\n",
"\n",
"The cycle is written as:\n",
"\n",
"$$\n",
"\\begin{align}\n",
"c_{t+1} & = c_t \\cos \\lambda_c + c_t^* \\sin \\lambda_c + \\tilde \\omega_t \\qquad & \\tilde \\omega_t \\sim N(0, \\sigma_{\\tilde \\omega}^2) \\\\\\\\\n",
"c_{t+1}^* & = -c_t \\sin \\lambda_c + c_t^* \\cos \\lambda_c + \\tilde \\omega_t^* & \\tilde \\omega_t^* \\sim N(0, \\sigma_{\\tilde \\omega}^2)\n",
"\\end{align}\n",
"$$\n",
"\n",
"The parameter $\\lambda_c$ (the frequency of the cycle) is an additional parameter to be estimated by MLE. If the seasonal effect is stochastic, then there is one another parameter to estimate (the variance of the error term - note that both of the error terms here share the same variance, but are assumed to have independent draws).\n",
"\n",
"### Irregular\n",
"\n",
"The irregular component is assumed to be a white noise error term. Its variance is a parameter to be estimated by MLE; i.e.\n",
"\n",
"$$\n",
"\\varepsilon_t \\sim N(0, \\sigma_\\varepsilon^2)\n",
"$$\n",
"\n",
"In some cases, we may want to generalize the irregular component to allow for autoregressive effects:\n",
"\n",
"$$\n",
"\\varepsilon_t = \\rho(L) \\varepsilon_{t-1} + \\epsilon_t, \\qquad \\epsilon_t \\sim N(0, \\sigma_\\epsilon^2)\n",
"$$\n",
"\n",
"In this case, the autoregressive parameters would also be estimated via MLE.\n",
"\n",
"### Regression effects\n",
"\n",
"We may want to allow for explanatory variables by including additional terms\n",
"\n",
"$$\n",
"\\sum_{j=1}^k \\beta_j x_{jt}\n",
"$$\n",
"\n",
"or for intervention effects by including\n",
"\n",
"$$\n",
"\\begin{align}\n",
"\\delta w_t \\qquad \\text{where} \\qquad w_t & = 0, \\qquad t < \\tau, \\\\\\\\\n",
"& = 1, \\qquad t \\ge \\tau\n",
"\\end{align}\n",
"$$\n",
"\n",
"These additional parameters could be estimated via MLE or by including them as components of the state space formulation.\n"
]
},
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"metadata": {},
"source": [
"## Data\n",
"\n",
"Following Harvey and Jaeger, we will consider the following time series:\n",
"\n",
"- US real GNP, \"output\", ([GNPC96](https://research.stlouisfed.org/fred2/series/GNPC96))\n",
"- US GNP implicit price deflator, \"prices\", ([GNPDEF](https://research.stlouisfed.org/fred2/series/GNPDEF))\n",
"- US monetary base, \"money\", ([AMBSL](https://research.stlouisfed.org/fred2/series/AMBSL))\n",
"\n",
"The time frame in the original paper varied across series, but was broadly 1954-1989. Below we use data from the period 1948-2008 for all series. Although the unobserved components approach allows isolating a seasonal component within the model, the series considered in the paper, and here, are already seasonally adjusted.\n",
"\n",
"All data series considered here are taken from [Federal Reserve Economic Data (FRED)](https://research.stlouisfed.org/fred2/). Conveniently, the Python library [Pandas](https://pandas.pydata.org/) has the ability to download data from FRED directly."
]
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"source": [
"# Datasets\n",
"from pandas_datareader.data import DataReader\n",
"\n",
"# Get the raw data\n",
"start = '1948-01'\n",
"end = '2008-01'\n",
"us_gnp = DataReader('GNPC96', 'fred', start=start, end=end)\n",
"us_gnp_deflator = DataReader('GNPDEF', 'fred', start=start, end=end)\n",
"us_monetary_base = DataReader('AMBSL', 'fred', start=start, end=end).resample('QS').mean()\n",
"recessions = DataReader('USRECQ', 'fred', start=start, end=end).resample('QS').last().values[:,0]\n",
"\n",
"# Construct the dataframe\n",
"dta = pd.concat(map(np.log, (us_gnp, us_gnp_deflator, us_monetary_base)), axis=1)\n",
"dta.columns = ['US GNP','US Prices','US monetary base']\n",
"dta.index.freq = dta.index.inferred_freq\n",
"dates = dta.index._mpl_repr()"
]
},
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"metadata": {},
"source": [
"To get a sense of these three variables over the timeframe, we can plot them:"
]
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\n",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Plot the data\n",
"ax = dta.plot(figsize=(13,3))\n",
"ylim = ax.get_ylim()\n",
"ax.xaxis.grid()\n",
"ax.fill_between(dates, ylim[0]+1e-5, ylim[1]-1e-5, recessions, facecolor='k', alpha=0.1);"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Model\n",
"\n",
"Since the data is already seasonally adjusted and there are no obvious explanatory variables, the generic model considered is:\n",
"\n",
"$$\n",
"y_t = \\underbrace{\\mu_{t}}_{\\text{trend}} + \\underbrace{c_{t}}_{\\text{cycle}} + \\underbrace{\\varepsilon_t}_{\\text{irregular}}\n",
"$$\n",
"\n",
"The irregular will be assumed to be white noise, and the cycle will be stochastic and damped. The final modeling choice is the specification to use for the trend component. Harvey and Jaeger consider two models:\n",
"\n",
"1. Local linear trend (the \"unrestricted\" model)\n",
"2. Smooth trend (the \"restricted\" model, since we are forcing $\\sigma_\\eta = 0$)\n",
"\n",
"Below, we construct `kwargs` dictionaries for each of these model types. Notice that rather that there are two ways to specify the models. One way is to specify components directly, as in the table above. The other way is to use string names which map to various specifications."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2022-11-02T17:10:50.501177Z",
"iopub.status.busy": "2022-11-02T17:10:50.499991Z",
"iopub.status.idle": "2022-11-02T17:10:50.505671Z",
"shell.execute_reply": "2022-11-02T17:10:50.505118Z"
},
"jupyter": {
"outputs_hidden": false
}
},
"outputs": [],
"source": [
"# Model specifications\n",
"\n",
"# Unrestricted model, using string specification\n",
"unrestricted_model = {\n",
" 'level': 'local linear trend', 'cycle': True, 'damped_cycle': True, 'stochastic_cycle': True\n",
"}\n",
"\n",
"# Unrestricted model, setting components directly\n",
"# This is an equivalent, but less convenient, way to specify a\n",
"# local linear trend model with a stochastic damped cycle:\n",
"# unrestricted_model = {\n",
"# 'irregular': True, 'level': True, 'stochastic_level': True, 'trend': True, 'stochastic_trend': True,\n",
"# 'cycle': True, 'damped_cycle': True, 'stochastic_cycle': True\n",
"# }\n",
"\n",
"# The restricted model forces a smooth trend\n",
"restricted_model = {\n",
" 'level': 'smooth trend', 'cycle': True, 'damped_cycle': True, 'stochastic_cycle': True\n",
"}\n",
"\n",
"# Restricted model, setting components directly\n",
"# This is an equivalent, but less convenient, way to specify a\n",
"# smooth trend model with a stochastic damped cycle. Notice\n",
"# that the difference from the local linear trend model is that\n",
"# `stochastic_level=False` here.\n",
"# unrestricted_model = {\n",
"# 'irregular': True, 'level': True, 'stochastic_level': False, 'trend': True, 'stochastic_trend': True,\n",
"# 'cycle': True, 'damped_cycle': True, 'stochastic_cycle': True\n",
"# }"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We now fit the following models:\n",
"\n",
"1. Output, unrestricted model\n",
"2. Prices, unrestricted model\n",
"3. Prices, restricted model\n",
"4. Money, unrestricted model\n",
"5. Money, restricted model"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2022-11-02T17:10:50.510366Z",
"iopub.status.busy": "2022-11-02T17:10:50.509221Z",
"iopub.status.idle": "2022-11-02T17:10:52.376896Z",
"shell.execute_reply": "2022-11-02T17:10:52.376153Z"
},
"jupyter": {
"outputs_hidden": false
}
},
"outputs": [],
"source": [
"# Output\n",
"output_mod = sm.tsa.UnobservedComponents(dta['US GNP'], **unrestricted_model)\n",
"output_res = output_mod.fit(method='powell', disp=False)\n",
"\n",
"# Prices\n",
"prices_mod = sm.tsa.UnobservedComponents(dta['US Prices'], **unrestricted_model)\n",
"prices_res = prices_mod.fit(method='powell', disp=False)\n",
"\n",
"prices_restricted_mod = sm.tsa.UnobservedComponents(dta['US Prices'], **restricted_model)\n",
"prices_restricted_res = prices_restricted_mod.fit(method='powell', disp=False)\n",
"\n",
"# Money\n",
"money_mod = sm.tsa.UnobservedComponents(dta['US monetary base'], **unrestricted_model)\n",
"money_res = money_mod.fit(method='powell', disp=False)\n",
"\n",
"money_restricted_mod = sm.tsa.UnobservedComponents(dta['US monetary base'], **restricted_model)\n",
"money_restricted_res = money_restricted_mod.fit(method='powell', disp=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Once we have fit these models, there are a variety of ways to display the information. Looking at the model of US GNP, we can summarize the fit of the model using the `summary` method on the fit object."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2022-11-02T17:10:52.383154Z",
"iopub.status.busy": "2022-11-02T17:10:52.381286Z",
"iopub.status.idle": "2022-11-02T17:10:52.394652Z",
"shell.execute_reply": "2022-11-02T17:10:52.394072Z"
},
"jupyter": {
"outputs_hidden": false
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" Unobserved Components Results \n",
"=====================================================================================\n",
"Dep. Variable: US GNP No. Observations: 241\n",
"Model: local linear trend Log Likelihood 770.016\n",
" + damped stochastic cycle AIC -1528.032\n",
"Date: Wed, 02 Nov 2022 BIC -1507.223\n",
"Time: 17:10:52 HQIC -1519.645\n",
"Sample: 01-01-1948 \n",
" - 01-01-2008 \n",
"Covariance Type: opg \n",
"====================================================================================\n",
" coef std err z P>|z| [0.025 0.975]\n",
"------------------------------------------------------------------------------------\n",
"sigma2.irregular 1.284e-06 7.31e-06 0.176 0.861 -1.3e-05 1.56e-05\n",
"sigma2.level 3.263e-06 4.94e-05 0.066 0.947 -9.36e-05 0.000\n",
"sigma2.trend 3.113e-06 1.45e-06 2.149 0.032 2.73e-07 5.95e-06\n",
"sigma2.cycle 3.878e-05 2.55e-05 1.522 0.128 -1.12e-05 8.87e-05\n",
"frequency.cycle 0.4479 0.047 9.547 0.000 0.356 0.540\n",
"damping.cycle 0.8679 0.042 20.662 0.000 0.786 0.950\n",
"===================================================================================\n",
"Ljung-Box (L1) (Q): 0.00 Jarque-Bera (JB): 9.38\n",
"Prob(Q): 0.98 Prob(JB): 0.01\n",
"Heteroskedasticity (H): 0.26 Skew: -0.05\n",
"Prob(H) (two-sided): 0.00 Kurtosis: 3.97\n",
"===================================================================================\n",
"\n",
"Warnings:\n",
"[1] Covariance matrix calculated using the outer product of gradients (complex-step).\n"
]
}
],
"source": [
"print(output_res.summary())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"For unobserved components models, and in particular when exploring stylized facts in line with point (2) from the introduction, it is often more instructive to plot the estimated unobserved components (e.g. the level, trend, and cycle) themselves to see if they provide a meaningful description of the data.\n",
"\n",
"The `plot_components` method of the fit object can be used to show plots and confidence intervals of each of the estimated states, as well as a plot of the observed data versus the one-step-ahead predictions of the model to assess fit."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2022-11-02T17:10:52.399308Z",
"iopub.status.busy": "2022-11-02T17:10:52.398187Z",
"iopub.status.idle": "2022-11-02T17:10:53.224025Z",
"shell.execute_reply": "2022-11-02T17:10:53.223379Z"
},
"jupyter": {
"outputs_hidden": false
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/opt/hostedtoolcache/Python/3.10.8/x64/lib/python3.10/site-packages/statsmodels/tsa/statespace/structural.py:1738: RuntimeWarning: invalid value encountered in sqrt\n",
" std_errors = np.sqrt(component_bunch['%s_cov' % which])\n"
]
},
{
"data": {
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\n",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig = output_res.plot_components(legend_loc='lower right', figsize=(15, 9));"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Finally, Harvey and Jaeger summarize the models in another way to highlight the relative importances of the trend and cyclical components; below we replicate their Table I. The values we find are broadly consistent with, but different in the particulars from, the values from their table."
]
},
{
"cell_type": "code",
"execution_count": 8,
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