diff --git a/.github/workflows/main.yml b/.github/workflows/main.yml index 57e190b5a..350f16890 100644 --- a/.github/workflows/main.yml +++ b/.github/workflows/main.yml @@ -40,7 +40,7 @@ jobs: - name: Install dependencies run: | pip install --upgrade pip - pip install .[dev,miosr,cvxpy] + pip install .[dev,miosr,cvxpy,sbr] - name: Build the docs # Not exactly how RTD does it, but close. run: | diff --git a/examples/19_bayesian_sindy/example.ipynb b/examples/19_bayesian_sindy/example.ipynb new file mode 100644 index 000000000..2c7f4c999 --- /dev/null +++ b/examples/19_bayesian_sindy/example.ipynb @@ -0,0 +1,1312 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "66147662", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:46.981734Z", + "iopub.status.busy": "2024-02-13T10:43:46.981433Z", + "iopub.status.idle": "2024-02-13T10:43:46.988474Z", + "shell.execute_reply": "2024-02-13T10:43:46.987754Z" + } + }, + "source": [ + "\n", + "# Bayesian UQ-SINDy" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "8a4eaa99", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:46.991749Z", + "iopub.status.busy": "2024-02-13T10:43:46.991446Z", + "iopub.status.idle": "2024-02-13T10:43:47.958007Z", + "shell.execute_reply": "2024-02-13T10:43:47.957425Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "from scipy.integrate import solve_ivp\n", + "\n", + "import pysindy as ps" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "db6ef7bb", + "metadata": {}, + "outputs": [], + "source": [ + "# set seed for reproducibility\n", + "np.random.seed(987)" + ] + }, + { + "cell_type": "markdown", + "id": "90195455", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:47.960091Z", + "iopub.status.busy": "2024-02-13T10:43:47.959875Z", + "iopub.status.idle": "2024-02-13T10:43:47.962486Z", + "shell.execute_reply": "2024-02-13T10:43:47.962125Z" + } + }, + "source": [ + "### Lotka-Volterra Predator-Prey Model\n", + "\n", + "In this example, we generate the data using the Lotka-Volterra equations, which is a simplified model of Predator-Prey interactions. They specify a system of Ordinary Differential Equations (ODEs):\n", + "\\begin{align}\n", + "\\frac{dP}{dt} &= a P - b P Q\\\\\n", + "\\frac{dQ}{dt} &= c P Q - d Q\n", + "\\end{align}\n", + "where $P$ is the concentration of prey, $Q$ is the concentration of predators, $a$ is the birth rate of prey, $b$ is the death rate of prey, $c$ is the birth rate of predators and $d$ is the death rate of predators.\n", + "\n", + "For more details, see e.g. Rockwood L. L. and Witt J. W. (2015). *Introduction to population ecology*. Wiley Blackwell, Chichester, West Sussex, UK, 2nd edition" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "deb1179f", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:47.964196Z", + "iopub.status.busy": "2024-02-13T10:43:47.964066Z", + "iopub.status.idle": "2024-02-13T10:43:47.966975Z", + "shell.execute_reply": "2024-02-13T10:43:47.966594Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [], + "source": [ + "# set up a class that defines the Lotka-Volterra equations\n", + "class PredatorPreyModel:\n", + " def __init__(self, a=1.0, b=0.3, c=0.2, d=1.0):\n", + " # internalise the model parameters.\n", + " self.a = a\n", + " self.b = b\n", + " self.c = c\n", + " self.d = d\n", + "\n", + " def dydx(self, t, y):\n", + " # Lotka-Volterra Model model, see e.g. https://en.wikipedia.org/wiki/Lotka%E2%80%93Volterra_equations.}\n", + " return np.array([self.a*y[0] - self.b*y[0]*y[1], self.c*y[0]*y[1] - self.d*y[1]])\n", + "\n", + " def solve(self, **kwargs):\n", + " # solve the system of ODEs.\n", + " return solve_ivp(self.dydx, **kwargs)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "b4fbe7b1", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:47.968532Z", + "iopub.status.busy": "2024-02-13T10:43:47.968368Z", + "iopub.status.idle": "2024-02-13T10:43:47.981687Z", + "shell.execute_reply": "2024-02-13T10:43:47.981311Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [], + "source": [ + "# set some hyperparameters.\n", + "t_span = [0, 30]\n", + "y0 = np.array([10,5])\n", + "max_step = 0.1\n", + "\n", + "# initialise the model and solve.\n", + "my_model = PredatorPreyModel()\n", + "sol = my_model.solve(t_span=t_span, y0=y0, max_step=max_step)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "ce7e5b12", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:47.983336Z", + "iopub.status.busy": "2024-02-13T10:43:47.983158Z", + "iopub.status.idle": "2024-02-13T10:43:47.986060Z", + "shell.execute_reply": "2024-02-13T10:43:47.985678Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [], + "source": [ + "# the noise level.\n", + "noise = 0.1\n", + "\n", + "# extract the timesteps and perturb the solution with noise.\n", + "t = sol.t\n", + "P = sol.y[0,:] + np.random.normal(scale=noise, size=sol.t.size)\n", + "Q = sol.y[1,:] + np.random.normal(scale=noise, size=sol.t.size)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "98878b60", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:47.987584Z", + "iopub.status.busy": "2024-02-13T10:43:47.987343Z", + "iopub.status.idle": "2024-02-13T10:43:48.077023Z", + "shell.execute_reply": "2024-02-13T10:43:48.076535Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot the solution.\n", + "plt.figure(figsize=(12,4))\n", + "plt.plot(sol.t, sol.y[0,:], label = \"Prey\")\n", + "plt.scatter(t, P)\n", + "plt.plot(sol.t, sol.y[1,:], label=\"Predators\")\n", + "plt.scatter(t, Q)\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "777f812e", + "metadata": {}, + "source": [ + "### Bayesian UQ-SINDy\n", + "\n", + "Here we recover the governing equations using UQ-SINDy. For more details on the theory of the method, see Hirsh, S. M., Barajas-Solano, D. A., & Kutz, J. N. (2021). *Sparsifying Priors for Bayesian Uncertainty Quantification in Model Discovery* (arXiv:2107.02107). arXiv. http://arxiv.org/abs/2107.02107\n", + "\n", + "Note that the current implementation differs from the method described in Hirsh et al. (2021) by imposing the error model directly on the derivatives, rather than on the states, circumventing the need to integrate the equation to evaluate the posterior density. One consequence of this is that the noise standard deviation \"sigma\" is with respect to the derivatives instead of the states and hence should not be interpreted.\n", + "\n", + "The underlying code used to find the posterior distribution of model parameters is `numpyro.infer.MCMC` using the `numpyro.infer.NUTS` kernel. Note that all keyword arguments passed to `pysindy.optimizers.SBR` are sent forward to the [MCMC sampler](https://num.pyro.ai/en/stable/mcmc.html)." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "6fc7212b", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:48.079213Z", + "iopub.status.busy": "2024-02-13T10:43:48.078876Z", + "iopub.status.idle": "2024-02-13T10:43:48.081797Z", + "shell.execute_reply": "2024-02-13T10:43:48.081382Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [], + "source": [ + "# set sampler hyperparameters\n", + "sampling_seed = 123\n", + "\n", + "if __name__ == \"testing\":\n", + " num_warmup = 10\n", + " num_samples = 100\n", + " num_chains = 1\n", + "else:\n", + " num_warmup = 500\n", + " num_samples = 2000\n", + " num_chains = 2" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "1d5a5a55", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:48.084280Z", + "iopub.status.busy": "2024-02-13T10:43:48.084040Z", + "iopub.status.idle": "2024-02-13T10:43:54.136884Z", + "shell.execute_reply": "2024-02-13T10:43:54.136436Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "sample: 100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 2500/2500 [00:02<00:00, 882.55it/s, 63 steps of size 3.62e-02. acc. prob=0.91]\n", + "sample: 100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 2500/2500 [00:01<00:00, 1556.08it/s, 63 steps of size 4.94e-02. acc. prob=0.88]\n" + ] + }, + { + "data": { + "text/html": [ + "
SINDy(differentiation_method=FiniteDifference(),\n",
+       "      feature_library=PolynomialLibrary(), feature_names=['P', 'Q'],\n",
+       "      optimizer=SBR(mcmc_kwargs={'num_chains': 2, 'seed': 123},\n",
+       "                    num_samples=2000, num_warmup=500))
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "SINDy(differentiation_method=FiniteDifference(),\n", + " feature_library=PolynomialLibrary(), feature_names=['P', 'Q'],\n", + " optimizer=SBR(mcmc_kwargs={'num_chains': 2, 'seed': 123},\n", + " num_samples=2000, num_warmup=500))" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# initialise the Sparse bayesian Regression optimizer.\n", + "optimizer = ps.optimizers.SBR(num_warmup=num_warmup,\n", + " num_samples=num_samples,\n", + " mcmc_kwargs={\"seed\": sampling_seed,\n", + " \"num_chains\": num_chains})\n", + "\n", + "# use the standard polynomial features.\n", + "feature_library = ps.feature_library.polynomial_library.PolynomialLibrary(include_interaction=True)\n", + "\n", + "# initialise SINDy and fit to the data.\n", + "sindy = ps.SINDy(optimizer, feature_library, feature_names=['P', 'Q'])\n", + "sindy.fit(np.c_[P, Q], t=t)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "87c4b1b3", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:54.139656Z", + "iopub.status.busy": "2024-02-13T10:43:54.139409Z", + "iopub.status.idle": "2024-02-13T10:43:55.185184Z", + "shell.execute_reply": "2024-02-13T10:43:55.184468Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [], + "source": [ + "# set up a new differential equation that uses the Bayesian SINDy predictions.\n", + "def surrogate_dydt(t, y):\n", + " _y = y[np.newaxis,:]\n", + " return sindy.predict(x=_y)\n", + "\n", + "# solve using the Bayesian SINDy equations.\n", + "surrogate_sol = solve_ivp(surrogate_dydt, t_span=t_span, y0=y0, max_step=max_step)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "65849413", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:55.187631Z", + "iopub.status.busy": "2024-02-13T10:43:55.187517Z", + "iopub.status.idle": "2024-02-13T10:43:55.267135Z", + "shell.execute_reply": "2024-02-13T10:43:55.266675Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot the surrogate solution.\n", + "plt.figure(figsize=(12,4))\n", + "\n", + "plt.plot(surrogate_sol.t, surrogate_sol.y[0,:], label = \"Prey\")\n", + "plt.scatter(t, P)\n", + "\n", + "plt.plot(surrogate_sol.t, surrogate_sol.y[1,:], label=\"Predators\")\n", + "plt.scatter(t, Q)\n", + "\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "2574276f", + "metadata": {}, + "source": [ + "### Get MCMC diagnostics\n", + "\n", + "We can inspect the posterior samples in more detail using `arviz`. Note that this is not included as a dependency of `pysindy` and must be installed separately." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "21a81ad6", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:55.269561Z", + "iopub.status.busy": "2024-02-13T10:43:55.269383Z", + "iopub.status.idle": "2024-02-13T10:43:55.315724Z", + "shell.execute_reply": "2024-02-13T10:43:55.315231Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [], + "source": [ + "# import arviz.\n", + "import arviz as az" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "12ffa391", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:55.317985Z", + "iopub.status.busy": "2024-02-13T10:43:55.317854Z", + "iopub.status.idle": "2024-02-13T10:43:56.052257Z", + "shell.execute_reply": "2024-02-13T10:43:56.051711Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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meansdhdi_3%hdi_97%mcse_meanmcse_sdess_bulkess_tailr_hat
beta[0, 0]0.0130.087-0.1360.2180.0030.0021446.01099.01.0
beta[0, 1]0.9880.0440.9051.0750.0010.0011361.01500.01.0
beta[0, 2]0.0060.036-0.0600.0830.0010.0011468.01217.01.0
beta[0, 3]-0.0010.004-0.0100.0070.0000.0001327.01372.01.0
beta[0, 4]-0.2960.008-0.311-0.2810.0000.0002196.02365.01.0
beta[0, 5]-0.0030.007-0.0160.0090.0000.0001452.01313.01.0
beta[1, 0]0.0050.104-0.1980.2180.0030.0021208.01029.01.0
beta[1, 1]0.0040.032-0.0600.0710.0010.0011908.01612.01.0
beta[1, 2]-1.0180.065-1.145-0.9000.0020.0011491.01391.01.0
beta[1, 3]0.0000.004-0.0060.0070.0000.0002073.01916.01.0
beta[1, 4]0.1970.0080.1820.2130.0000.0003131.02822.01.0
beta[1, 5]0.0050.009-0.0120.0240.0000.0001725.01779.01.0
c_sq7.39915.5950.70617.8350.4200.2972372.01559.01.0
lambda[0, 0]1.4863.9080.0114.0600.1000.0711288.01643.01.0
lambda[0, 1]60.751418.5801.177117.11715.76311.1501150.01432.01.0
lambda[0, 2]0.9682.5490.0052.6560.0590.0421683.01618.01.0
lambda[0, 3]0.4591.0570.0011.4960.0210.0151762.01359.01.0
lambda[0, 4]8.94140.8490.49918.7981.0840.7671221.01528.01.0
lambda[0, 5]0.5060.9220.0021.5500.0170.0122300.01339.01.0
lambda[1, 0]2.34613.6570.0104.7290.4440.3141185.01052.01.0
lambda[1, 1]0.9212.2500.0042.6340.0410.0291737.01487.01.0
lambda[1, 2]45.249174.9980.876111.6184.7583.3651416.01621.01.0
lambda[1, 3]0.5042.6170.0011.3840.0680.0481804.01330.01.0
lambda[1, 4]6.28524.9400.31114.4170.7520.5321218.01386.01.0
lambda[1, 5]0.6773.3690.0031.7920.0540.0382035.02015.01.0
sigma0.7730.0220.7340.8170.0000.0002770.02315.01.0
tau0.0840.0570.0090.1860.0020.001955.01537.01.0
\n", + "
" + ], + "text/plain": [ + " mean sd hdi_3% hdi_97% mcse_mean mcse_sd ess_bulk \\\n", + "beta[0, 0] 0.013 0.087 -0.136 0.218 0.003 0.002 1446.0 \n", + "beta[0, 1] 0.988 0.044 0.905 1.075 0.001 0.001 1361.0 \n", + "beta[0, 2] 0.006 0.036 -0.060 0.083 0.001 0.001 1468.0 \n", + "beta[0, 3] -0.001 0.004 -0.010 0.007 0.000 0.000 1327.0 \n", + "beta[0, 4] -0.296 0.008 -0.311 -0.281 0.000 0.000 2196.0 \n", + "beta[0, 5] -0.003 0.007 -0.016 0.009 0.000 0.000 1452.0 \n", + "beta[1, 0] 0.005 0.104 -0.198 0.218 0.003 0.002 1208.0 \n", + "beta[1, 1] 0.004 0.032 -0.060 0.071 0.001 0.001 1908.0 \n", + "beta[1, 2] -1.018 0.065 -1.145 -0.900 0.002 0.001 1491.0 \n", + "beta[1, 3] 0.000 0.004 -0.006 0.007 0.000 0.000 2073.0 \n", + "beta[1, 4] 0.197 0.008 0.182 0.213 0.000 0.000 3131.0 \n", + "beta[1, 5] 0.005 0.009 -0.012 0.024 0.000 0.000 1725.0 \n", + "c_sq 7.399 15.595 0.706 17.835 0.420 0.297 2372.0 \n", + "lambda[0, 0] 1.486 3.908 0.011 4.060 0.100 0.071 1288.0 \n", + "lambda[0, 1] 60.751 418.580 1.177 117.117 15.763 11.150 1150.0 \n", + "lambda[0, 2] 0.968 2.549 0.005 2.656 0.059 0.042 1683.0 \n", + "lambda[0, 3] 0.459 1.057 0.001 1.496 0.021 0.015 1762.0 \n", + "lambda[0, 4] 8.941 40.849 0.499 18.798 1.084 0.767 1221.0 \n", + "lambda[0, 5] 0.506 0.922 0.002 1.550 0.017 0.012 2300.0 \n", + "lambda[1, 0] 2.346 13.657 0.010 4.729 0.444 0.314 1185.0 \n", + "lambda[1, 1] 0.921 2.250 0.004 2.634 0.041 0.029 1737.0 \n", + "lambda[1, 2] 45.249 174.998 0.876 111.618 4.758 3.365 1416.0 \n", + "lambda[1, 3] 0.504 2.617 0.001 1.384 0.068 0.048 1804.0 \n", + "lambda[1, 4] 6.285 24.940 0.311 14.417 0.752 0.532 1218.0 \n", + "lambda[1, 5] 0.677 3.369 0.003 1.792 0.054 0.038 2035.0 \n", + "sigma 0.773 0.022 0.734 0.817 0.000 0.000 2770.0 \n", + "tau 0.084 0.057 0.009 0.186 0.002 0.001 955.0 \n", + "\n", + " ess_tail r_hat \n", + "beta[0, 0] 1099.0 1.0 \n", + "beta[0, 1] 1500.0 1.0 \n", + "beta[0, 2] 1217.0 1.0 \n", + "beta[0, 3] 1372.0 1.0 \n", + "beta[0, 4] 2365.0 1.0 \n", + "beta[0, 5] 1313.0 1.0 \n", + "beta[1, 0] 1029.0 1.0 \n", + "beta[1, 1] 1612.0 1.0 \n", + "beta[1, 2] 1391.0 1.0 \n", + "beta[1, 3] 1916.0 1.0 \n", + "beta[1, 4] 2822.0 1.0 \n", + "beta[1, 5] 1779.0 1.0 \n", + "c_sq 1559.0 1.0 \n", + "lambda[0, 0] 1643.0 1.0 \n", + "lambda[0, 1] 1432.0 1.0 \n", + "lambda[0, 2] 1618.0 1.0 \n", + "lambda[0, 3] 1359.0 1.0 \n", + "lambda[0, 4] 1528.0 1.0 \n", + "lambda[0, 5] 1339.0 1.0 \n", + "lambda[1, 0] 1052.0 1.0 \n", + "lambda[1, 1] 1487.0 1.0 \n", + "lambda[1, 2] 1621.0 1.0 \n", + "lambda[1, 3] 1330.0 1.0 \n", + "lambda[1, 4] 1386.0 1.0 \n", + "lambda[1, 5] 2015.0 1.0 \n", + "sigma 2315.0 1.0 \n", + "tau 1537.0 1.0 " + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# convert the numpyro samples to an arviz.InferenceData object.\n", + "samples = az.from_numpyro(sindy.optimizer.mcmc_)\n", + "\n", + "# have a look at the summray.\n", + "az.summary(samples)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "bf3b8df6", + "metadata": { + "execution": { + "iopub.execute_input": "2024-02-13T10:43:56.054287Z", + "iopub.status.busy": "2024-02-13T10:43:56.054179Z", + "iopub.status.idle": "2024-02-13T10:43:56.892070Z", + "shell.execute_reply": "2024-02-13T10:43:56.891741Z" + }, + "lines_to_next_cell": 2 + }, + "outputs": [ + { + "data": { + "text/plain": [ + "[]" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot the traces.\n", + "az.plot_trace(samples, divergences=False)\n", + "plt.tight_layout()\n", + "plt.plot()" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "-all", + "encoding": "# coding: utf-8", + "executable": "/usr/bin/env python", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/19_bayesian_sindy/example.py b/examples/19_bayesian_sindy/example.py new file mode 100644 index 000000000..a7beaab93 --- /dev/null +++ b/examples/19_bayesian_sindy/example.py @@ -0,0 +1,197 @@ +#!/usr/bin/env python +# coding: utf-8 +# # Bayesian UQ-SINDy +# In[1]: +import matplotlib.pyplot as plt +import numpy as np +from scipy.integrate import solve_ivp + +import pysindy as ps + + +# In[2]: + + +# set seed for reproducibility +np.random.seed(987) + + +# ### Lotka-Volterra Predator-Prey Model +# +# In this example, we generate the data using the Lotka-Volterra equations, which is a simplified model of Predator-Prey interactions. They specify a system of Ordinary Differential Equations (ODEs): +# \begin{align} +# \frac{dP}{dt} &= a P - b P Q\\ +# \frac{dQ}{dt} &= c P Q - d Q +# \end{align} +# where $P$ is the concentration of prey, $Q$ is the concentration of predators, $a$ is the birth rate of prey, $b$ is the death rate of prey, $c$ is the birth rate of predators and $d$ is the death rate of predators. +# +# For more details, see e.g. Rockwood L. L. and Witt J. W. (2015). *Introduction to population ecology*. Wiley Blackwell, Chichester, West Sussex, UK, 2nd edition + +# In[3]: + + +# set up a class that defines the Lotka-Volterra equations +class PredatorPreyModel: + def __init__(self, a=1.0, b=0.3, c=0.2, d=1.0): + # internalise the model parameters. + self.a = a + self.b = b + self.c = c + self.d = d + + def dydx(self, t, y): + # Lotka-Volterra Model model, see e.g. https://en.wikipedia.org/wiki/Lotka%E2%80%93Volterra_equations.} + return np.array( + [self.a * y[0] - self.b * y[0] * y[1], self.c * y[0] * y[1] - self.d * y[1]] + ) + + def solve(self, **kwargs): + # solve the system of ODEs. + return solve_ivp(self.dydx, **kwargs) + + +# In[4]: + + +# set some hyperparameters. +t_span = [0, 30] +y0 = np.array([10, 5]) +max_step = 0.1 + +# initialise the model and solve. +my_model = PredatorPreyModel() +sol = my_model.solve(t_span=t_span, y0=y0, max_step=max_step) + + +# In[5]: + + +# the noise level. +noise = 0.1 + +# extract the timesteps and perturb the solution with noise. +t = sol.t +P = sol.y[0, :] + np.random.normal(scale=noise, size=sol.t.size) +Q = sol.y[1, :] + np.random.normal(scale=noise, size=sol.t.size) + + +# In[6]: + + +# plot the solution. +plt.figure(figsize=(12, 4)) +plt.plot(sol.t, sol.y[0, :], label="Prey") +plt.scatter(t, P) +plt.plot(sol.t, sol.y[1, :], label="Predators") +plt.scatter(t, Q) +plt.legend() +plt.show() + + +# ### Bayesian UQ-SINDy +# +# Here we recover the governing equations using UQ-SINDy. For more details on the theory of the method, see Hirsh, S. M., Barajas-Solano, D. A., & Kutz, J. N. (2021). *Sparsifying Priors for Bayesian Uncertainty Quantification in Model Discovery* (arXiv:2107.02107). arXiv. http://arxiv.org/abs/2107.02107 +# +# Note that the current implementation differs from the method described in Hirsh et al. (2021) by imposing the error model directly on the derivatives, rather than on the states, circumventing the need to integrate the equation to evaluate the posterior density. One consequence of this is that the noise standard deviation "sigma" is with respect to the derivatives instead of the states and hence should not be interpreted. +# +# The underlying code used to find the posterior distribution of model parameters is `numpyro.infer.MCMC` using the `numpyro.infer.NUTS` kernel. Note that all keyword arguments passed to `pysindy.optimizers.SBR` are sent forward to the [MCMC sampler](https://num.pyro.ai/en/stable/mcmc.html). + +# In[7]: + + +# set sampler hyperparameters +sampling_seed = 123 + +if __name__ == "testing": + num_warmup = 10 + num_samples = 100 + num_chains = 1 +else: + num_warmup = 500 + num_samples = 2000 + num_chains = 2 + + +# In[8]: + + +# initialise the Sparse bayesian Regression optimizer. +optimizer = ps.optimizers.SBR( + num_warmup=num_warmup, + num_samples=num_samples, + mcmc_kwargs={"seed": sampling_seed, "num_chains": num_chains}, +) + +# use the standard polynomial features. +feature_library = ps.feature_library.polynomial_library.PolynomialLibrary( + include_interaction=True +) + +# initialise SINDy and fit to the data. +sindy = ps.SINDy(optimizer, feature_library, feature_names=["P", "Q"]) +sindy.fit(np.c_[P, Q], t=t) + + +# In[9]: + + +# set up a new differential equation that uses the Bayesian SINDy predictions. +def surrogate_dydt(t, y): + _y = y[np.newaxis, :] + return sindy.predict(x=_y) + + +# solve using the Bayesian SINDy equations. +surrogate_sol = solve_ivp(surrogate_dydt, t_span=t_span, y0=y0, max_step=max_step) + + +# In[10]: + + +# plot the surrogate solution. +plt.figure(figsize=(12, 4)) + +plt.plot(surrogate_sol.t, surrogate_sol.y[0, :], label="Prey") +plt.scatter(t, P) + +plt.plot(surrogate_sol.t, surrogate_sol.y[1, :], label="Predators") +plt.scatter(t, Q) + +plt.legend() +plt.show() + + +# ### Get MCMC diagnostics +# +# We can inspect the posterior samples in more detail using `arviz`. Note that this is not included as a dependency of `pysindy` and must be installed separately. + +# In[11]: + + +# import arviz. +import arviz as az + + +# In[12]: + + +# convert the numpyro samples to an arviz.InferenceData object. +samples = az.from_numpyro(sindy.optimizer.mcmc_) + +# have a look at the summray. +az.summary(samples) + + +# In[13]: + + +# plot the traces. +az.plot_trace(samples, divergences=False) +plt.tight_layout() +plt.plot() + + +# In[ ]: + + +# In[ ]: diff --git a/pyproject.toml b/pyproject.toml index 9d614262e..03100dcf4 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -61,6 +61,11 @@ cvxpy = [ "cvxpy", "scs>=2.1, !=2.1.4" ] +sbr = [ + "numpyro", + "jax", + "arviz" +] [tool.black] line-length = 88 diff --git a/pysindy/__init__.py b/pysindy/__init__.py index 925fba3f2..63adfcb3b 100644 --- a/pysindy/__init__.py +++ b/pysindy/__init__.py @@ -49,6 +49,10 @@ from .optimizers import StableLinearSR3 except ImportError: pass +try: + from .optimizers import SBR +except ImportError: + pass from .optimizers import WrappedOptimizer from .optimizers import SR3 from .optimizers import SSR diff --git a/pysindy/optimizers/__init__.py b/pysindy/optimizers/__init__.py index d7fa4d259..b6c9ee09b 100644 --- a/pysindy/optimizers/__init__.py +++ b/pysindy/optimizers/__init__.py @@ -19,6 +19,10 @@ from .stable_linear_sr3 import StableLinearSR3 except ImportError: pass +try: + from .sbr import SBR +except ImportError: + pass from .wrapped_optimizer import WrappedOptimizer from .sr3 import SR3 from .ssr import SSR @@ -37,4 +41,5 @@ "FROLS", "SINDyPI", "MIOSR", + "SBR", ] diff --git a/pysindy/optimizers/sbr.py b/pysindy/optimizers/sbr.py new file mode 100644 index 000000000..f06467b4c --- /dev/null +++ b/pysindy/optimizers/sbr.py @@ -0,0 +1,205 @@ +from typing import Optional +from typing import Tuple + +import jax.numpy as jnp +import numpy as np +import numpyro +from jax import random +from numpyro.distributions import Exponential +from numpyro.distributions import HalfCauchy +from numpyro.distributions import InverseGamma +from numpyro.distributions import Normal +from numpyro.infer import MCMC +from numpyro.infer import NUTS + +from .base import BaseOptimizer + + +class SBR(BaseOptimizer): + """ + Sparse Bayesian Regression (SBR) optimizer. This uses the regularised + horseshoe prior over the SINDy coefficients to achieve sparsification. + + The horseshoe prior contains a "spike" of nonzero probability at the + origin, and a Student's-T-shaped "slab" of distribution in cases where a + coefficient is nonzero. + + + The SINDy coefficients are set as the posterior means of the MCMC NUTS samples. + Additional statistics can be computed from the MCMC samples stored in + the mcmc attribute using e.g. ArviZ. + + This implementation differs from the method described in Hirsh et al. (2021) + by imposing the error model directly on the derivatives, rather than on the + states, circumventing the need to integrate the equation to evaluate the + posterior density. One consequence of this is that the noise standard + deviation "sigma" is with respect to the derivatives instead of the states + and hence should not be interpreted. + + TODO: Implement the data-generating model described in eq. 2.4 of Hirsh + et al. (2021). This could be achieved using the JAX-based solver "diffrax". + Se discussion in https://github.com/dynamicslab/pysindy/pull/440 for more + details. + + See the following reference for more details: + + Hirsh, S. M., Barajas-Solano, D. A., & Kutz, J. N. (2021). + Sparsifying Priors for Bayesian Uncertainty Quantification in + Model Discovery (arXiv:2107.02107). arXiv. http://arxiv.org/abs/2107.02107 + + Parameters + ---------- + sparsity_coef_tau0 : float, optional (default 0.1) + Sparsity coefficient for regularised horseshoe hyper-prior. Lower + value increases the sparsity of the SINDy coefficients. + + slab_shape_nu : float, optional (default 4) + Along with ``slab_shape_s``, controls tails of nonzero coefficients. + Specifically, degrees of freedom for Student's-T-shaped slab. + Higher values decrease excess kurtosis to zero, lower values >= 4 + increase kurtosis to infinity. + + slab_shape_s : float, optional (default 2) + Along with ``slab_shape_nu``, controls standard deviation of nonzero + coefficients. + + noise_hyper_lambda : float, optional (default 1) + Rate hyperparameter for the exponential prior distribution over + the noise standard deviation. + + num_warmup : int, optional (default 1000) + Number of warmup (or "burnin") MCMC samples to generate. These are + discarded before analysis and are not included in the posterior samples. + + num_samples : int, optional (default 5000) + Number of posterior MCMC samples to generate. + + mcmc_kwargs : dict, optional (default None) + Instructions for MCMC sampling. + Keyword arguments are passed to numpyro.infer.MCMC + + Attributes + ---------- + coef_ : array, shape (n_features,) or (n_targets, n_features) + Posterior means of the SINDy coefficients. + + mcmc_ : numpyro.infer.MCMC + Complete traces of the posterior samples. + """ + + def __init__( + self, + sparsity_coef_tau0: float = 0.1, + slab_shape_nu: float = 4, + slab_shape_s: float = 2, + noise_hyper_lambda: float = 1, + num_warmup: int = 1000, + num_samples: int = 5000, + mcmc_kwargs: Optional[dict] = None, + unbias: bool = False, + **kwargs, + ): + + if unbias: + raise ValueError("SBR is incompatible with unbiasing. Set unbias=False") + + super().__init__(unbias=unbias, **kwargs) + + # check that hyperparameters are positive. + if sparsity_coef_tau0 <= 0: + raise ValueError("sparsity_coef_tau0 must be positive") + if slab_shape_nu <= 0: + raise ValueError("slab_shape_nu must be positive") + if slab_shape_s <= 0: + raise ValueError("slab_shape_s must be positive") + if noise_hyper_lambda <= 0: + raise ValueError("noise_hyper_lambda must be positive") + + # check that samples are positive integers. + if not isinstance(num_warmup, int) or num_warmup < 0: + raise ValueError("num_warmup must be a positive integer") + if not isinstance(num_samples, int) or num_samples < 0: + raise ValueError("num_samples must be a positive integer") + + # set the hyperparameters + self.sparsity_coef_tau0 = sparsity_coef_tau0 + self.slab_shape_nu = slab_shape_nu + self.slab_shape_s = slab_shape_s + self.noise_hyper_lambda = noise_hyper_lambda + + # set MCMC sampling parameters. + self.num_warmup = num_warmup + self.num_samples = num_samples + + # set the MCMC kwargs. + if mcmc_kwargs is not None: + self.mcmc_kwargs = mcmc_kwargs + else: + self.mcmc_kwargs = {} + + def _reduce(self, x, y): + # set up a sparse regression and sample. + self.mcmc_ = self._run_mcmc(x, y, **self.mcmc_kwargs) + + # set the mean values as the coefficients. + self.coef_ = np.array(self.mcmc_.get_samples()["beta"].mean(axis=0)) + + def _numpyro_model(self, x, y): + # get the dimensionality of the problem. + n_features = x.shape[1] + n_targets = y.shape[1] + + # sample the horseshoe hyperparameters. + tau = numpyro.sample("tau", HalfCauchy(self.sparsity_coef_tau0)) + c_sq = numpyro.sample( + "c_sq", + InverseGamma( + self.slab_shape_nu / 2, self.slab_shape_nu / 2 * self.slab_shape_s**2 + ), + ) + + # sample the parameters compute the predicted outputs. + beta = _sample_reg_horseshoe(tau, c_sq, (n_targets, n_features)) + mu = jnp.dot(x, beta.T) + + # compute the likelihood. + sigma = numpyro.sample("sigma", Exponential(self.noise_hyper_lambda)) + numpyro.sample("obs", Normal(mu, sigma), obs=y) + + def _run_mcmc(self, x, y, **kwargs): + # set up a jax random key. + seed = kwargs.pop("seed", 0) + rng_key = random.PRNGKey(seed) + + # run the MCMC + kernel = NUTS(self._numpyro_model) + mcmc = MCMC( + kernel, num_warmup=self.num_warmup, num_samples=self.num_samples, **kwargs + ) + mcmc.run(rng_key, x=x, y=y) + + # extract the MCMC samples and compute the UQ-SINDy parameters. + return mcmc + + +def _sample_reg_horseshoe(tau: float, c_sq: float, shape: Tuple[int, ...]): + """Create a regularized horseshoe distribution + + The regularized horseshoe distribution behaves like a horseshoe prior when + shrinkage ``lamb`` is small, but behaves like a gaussian slab of variance + ``c_sq`` when ``lamb`` is big or a Student T-slab when ``c_sq`` is itself + an inverse Gamma. + + For original work, including interpretation of the coefficients, see: + + Piironen, J., and Vehtari, A. (2017). Sparsity Information and + Regularization in the Horseshoe and Other Shrinkage Priors. Electronic Journal + of Statistics Vol. 11 pp 5018-5051. https://doi.org/10.1214/17-EJS1337SI + """ + lamb = numpyro.sample("lambda", HalfCauchy(1.0), sample_shape=shape) + lamb_squiggle = jnp.sqrt(c_sq) * lamb / jnp.sqrt(c_sq + tau**2 * lamb**2) + beta = numpyro.sample( + "beta", + Normal(jnp.zeros_like(lamb_squiggle), jnp.sqrt(lamb_squiggle**2 * tau**2)), + ) + return beta diff --git a/test/test_optimizers.py b/test/test_optimizers.py index f59b7dd47..2170fb5e0 100644 --- a/test/test_optimizers.py +++ b/test/test_optimizers.py @@ -24,6 +24,7 @@ from pysindy.optimizers import EnsembleOptimizer from pysindy.optimizers import FROLS from pysindy.optimizers import MIOSR +from pysindy.optimizers import SBR from pysindy.optimizers import SINDyPI from pysindy.optimizers import SR3 from pysindy.optimizers import SSR @@ -79,6 +80,7 @@ def predict(self, x): (StableLinearSR3, True), (TrappingSR3, True), (DummyLinearModel, False), + (SBR, True), ], ) def test_supports_multiple_targets(cls, support): @@ -105,6 +107,7 @@ def data(request): ElasticNet(fit_intercept=False), DummyLinearModel(), MIOSR(), + SBR(), ], ) def test_fit(data_derivative_1d, optimizer): @@ -124,14 +127,14 @@ def test_fit(data_derivative_1d, optimizer): @pytest.mark.parametrize( "optimizer", - [STLSQ(), SSR(), SSR(criteria="model_residual"), FROLS(), SR3(), MIOSR()], + [STLSQ(), SSR(), SSR(criteria="model_residual"), FROLS(), SR3(), MIOSR(), SBR()], ) def test_not_fitted(optimizer): with pytest.raises(NotFittedError): optimizer.predict(np.ones((1, 3))) -@pytest.mark.parametrize("optimizer", [STLSQ(), SR3()]) +@pytest.mark.parametrize("optimizer", [STLSQ(), SR3(), SBR()]) def test_complexity_not_fitted(optimizer, data_derivative_2d): with pytest.raises(NotFittedError): optimizer.complexity @@ -325,6 +328,43 @@ def test_sindypi_fit(params): assert np.shape(opt.coef_) == (10, 10) +@pytest.mark.parametrize( + "params", + [ + dict(sparsity_coef_tau0=0), + dict(sparsity_coef_tau0=-1), + dict(slab_shape_nu=0), + dict(slab_shape_nu=-1), + dict(slab_shape_s=0), + dict(slab_shape_s=-1), + dict(noise_hyper_lambda=0), + dict(noise_hyper_lambda=-1), + dict(num_warmup=0.5), + dict(num_warmup=-1), + dict(num_samples=0.5), + dict(num_samples=-1), + ], +) +def test_sbr_bad_parameters(params): + with pytest.raises(ValueError): + SBR(**params) + + +def test_sbr_accurate(): + # It's really hard to tune SBR to get desired shrinkage + # This just tests that SBR fits "close" to unregularized regression + x = np.tile(np.eye(2), 4).reshape((-1, 2)) + y = np.tile([[1], [1e-1]], 4).reshape((-1, 1)) + opt = SBR(num_warmup=50, num_samples=50).fit(x, y) + result = opt.coef_ + unregularized = np.array([[1, 1e-1]]) + np.testing.assert_allclose(result, unregularized, atol=1e-3) + assert hasattr(opt, "mcmc_") + expected_names = ["beta", "c_sq", "lambda", "sigma", "tau"] + result_names = opt.mcmc_.get_samples().keys() + assert all(expected in result_names for expected in expected_names) + + @pytest.mark.parametrize( "params", [ @@ -667,6 +707,7 @@ def test_constrained_sr3_prox_functions(data_derivative_1d, thresholder): (StableLinearSR3, {"trimming_fraction": 0.1}), (SINDyPI, {}), (MIOSR, {"constraint_lhs": [1]}), + (SBR, {}), ), ) def test_illegal_unbias(data_derivative_1d, opt_cls, opt_args): @@ -988,6 +1029,7 @@ def test_inequality_constraints_reqs(): StableLinearSR3, TrappingSR3, MIOSR, + SBR, ], ) def test_normalize_columns(data_derivative_1d, optimizer): @@ -1133,10 +1175,17 @@ def test_remove_and_decrement(): np.testing.assert_array_equal(expected, result) -def test_pickle(data_lorenz): +@pytest.mark.parametrize( + ("opt_cls", "opt_args"), + ( + (MIOSR, {"target_sparsity": 7}), + (SBR, {"num_warmup": 10, "num_samples": 10}), + ), +) +def test_pickle(data_lorenz, opt_cls, opt_args): x, t = data_lorenz y = PolynomialLibrary(degree=2).fit_transform(x) - opt = MIOSR(target_sparsity=7).fit(x, y) + opt = opt_cls(**opt_args).fit(x, y) expected = opt.coef_ new_opt = pickle.loads(pickle.dumps(opt)) result = new_opt.coef_