{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Analysis of pulse interval data\n", "\n", "(c) 2018 Justin Bois. With the exception of pasted graphics, where the source is noted, this work is licensed under a [Creative Commons Attribution License CC-BY 4.0](https://creativecommons.org/licenses/by/4.0/). All code contained herein is licensed under an [MIT license](https://opensource.org/licenses/MIT).\n", "\n", "This document was prepared at [Caltech](http://www.caltech.edu) with financial support from the [Donna and Benjamin M. Rosen Bioengineering Center](http://rosen.caltech.edu).\n", "\n", "\n", "\n", "\n", "*This tutorial was generated from an Jupyter notebook. You can download the notebook [here](l24_data_analysis_pulse_intervals.ipynb). You can download the data set [here](msn2_pulse_intervals.csv).*" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/Justin/anaconda3/lib/python3.6/site-packages/h5py/__init__.py:36: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.\n", " from ._conv import register_converters as _register_converters\n" ] }, { "data": { "text/html": [ "\n", "
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Yihan measured the inter-pulse times for Msn2 nuclear localization in yeast. The data set consists of a list of interpulse times. Our goal in analyzing these data is two-fold:\n", "\n", "1. **Parameter estimation**: Given a model for the probability distribution of waiting times, infer the parameters describing the distribution. E.g., if the waiting times $t$ are exponentially distributed with probabiliy density function $f(t) = \\tau^{-1}\\,\\mathrm{e}^{-t/\\tau}$, then $\\tau$ is the parameter we wish to find. We also want to know the error bar on $\\tau$.\n", "2. **Model selection**: Given multiple models describing the probability distribution, quantify the relative goodness of each.\n", "\n", "We will take a Bayesian approach to doing this.\n", "\n", "The first thing we need to do is load in the data set." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Read in data file (making sure the times are floats)\n", "t = np.loadtxt('msn2_pulse_intervals.csv', comments='#').astype(float)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exploratory data analysis\n", "\n", "When presented with a new data set, it is a good idea to look at it. In the spirit of Barbara McClintock and countless hours looking at maize, we can \"get a feeling for\" our data just be looking.\n", "\n", "We will start by looking at the ECDF." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
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ecdf(x):\n", " return np.sort(x), np.arange(1, len(x)+1) / len(x)\n", "\n", "# Plot cumulative histogram\n", "p = bokeh.plotting.figure(plot_width=400, plot_height=250, x_axis_label='t (min)', y_axis_label='ECDF')\n", "p.circle(*ecdf(t))\n", "bokeh.io.show(p)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We see that about 20% of the interpulse distances are above 30 minutes. We might want to look for power law behavior. Note that I used an ECDF to investigate the distribution of interpulse times. You should in general avoid histograms because they suffer from binning bias." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Complementary cumulative distribution functions** are often even more useful because they allow for plotting on a logarithmic scale on both the $x$- and $y$-axes. This allows us to quickly determine if the waiting times are exponentially distributed, power law distributed, etc.\n", "\n", "For example, if the waiting times are exponentially distributed, the complementary cumulative distribution is $\\mathrm{e}^{-t/\\tau}$, which would appear as a line on a semilog-$y$ plot. 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Compute the complementary cumulative histogram\n", "t, y = ecdf(t)\n", "y_eccdf = 1 - y\n", "\n", "p1 = bokeh.plotting.figure(plot_width=400, plot_height=250,\n", " x_axis_label='t (min)', y_axis_label='ECCDF',\n", " y_axis_type='log')\n", "p1.circle(t, y_eccdf)\n", "\n", "p2 = bokeh.plotting.figure(plot_width=400, plot_height=250,\n", " x_axis_label='t (min)', y_axis_label='ECCDF',\n", " x_axis_type='log', y_axis_type='log')\n", "p2.circle(t, y_eccdf)\n", "\n", "bokeh.io.show(bokeh.layouts.gridplot([p1, p2], ncols=2))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The log-log plot (right) tells us immediately that the waiting time is likely not power law distributed. On the semilog-$y$ plot (left), we see that for intermediate waiting times, the complementary cumulative distribution function is approximately linear, implying that it is exponentially distributed. However, at short times, the distribution deviates from this behavior." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Proposed models\n", "\n", "Now that we have a basic picture of our data, let's start laying out our analysis. We'll start by specifying which models we will consider for our data. We will consider three models.\n", "* **Model 1**: The interpulse waiting time is exponentially distributed. This means that pulsing is a Poisson process. This is the simplest model and has a single parameter, $\\tau$, the characteristic waiting time between pulses. The probability density function for the interpulse waiting time is\n", "\n", " \\begin{align}\n", " f(t\\mid \\tau, M_1) = \\frac{1}{\\tau}\\,\\mathrm{e}^{-t/\\tau}.\n", " \\end{align}\n", "\n", " The cumulative distribution function is\n", "\n", " \\begin{align}\n", " F(t\\mid \\tau, M_1) = 1 - \\mathrm{e}^{-t/\\tau}.\n", " \\end{align}\n", "* **Model 2**: The interpulse waiting time is Weibull distributed. This means that $(t/\\tau)^\\beta$ is exponentially distributed with mean of unity. In other words, there is an aging process here. If $\\beta < 1$, the probability of a pulse coming in the next instant drops as time since the last pulse grows. This might explain the long tail. This model has two parameters, $\\beta$ and $\\tau$. The probability density function for the interpulse waiting time is\n", "\n", " \\begin{align}\n", " f(t\\mid \\beta, \\tau, M_2) = \\frac{\\beta}{\\tau}\n", " \\left(\\frac{t}{\\tau}\\right)^{\\beta - 1}\\mathrm{e}^{-(t/\\tau)^\\beta}.\n", " \\end{align}\n", "\n", " The cumulative distribution function is\n", "\n", " \\begin{align}\n", " F(t\\mid \\beta, \\tau, M_2) = 1 - \\mathrm{e}^{-(t/\\tau)^\\beta}.\n", " \\end{align} \n", "* **Model 3**: There are two types of burst, both of which have waiting times that are exponentially distributed. There is some probability $p$ of being in pulse state 1. This model, which is an example of a **mixture model**, has three parameters, the waiting times of the respective pulse types, $\\tau_1$, and $\\tau_2$, and $p$. The probability density function for the interpulse waiting time is\n", "\n", " \\begin{align}\n", " f(t\\mid p, \\tau_1, \\tau_2, M_3) &= \\frac{p}{\\tau_1}\\,\\mathrm{e}^{-t/\\tau_1}\n", " + \\frac{1-p}{\\tau_2}\\,\\mathrm{e}^{-t/\\tau_2}.\n", " \\end{align}\n", " \n", " The cumulative distribution function is\n", "\n", " \\begin{align}\n", " F(t\\mid p, \\tau_1, \\tau_2, M_3) = 1 - p\\mathrm{e}^{-t/\\tau_1} - (1-p)\\mathrm{e}^{-t/\\tau_2}.\n", " \\end{align} \n", "\n", "Note that in all of these models, we are considering the time interval between any two pulsed to be independent of all others. We may consider more sophisticated time series models, including useing hidden Markov models, but we choose these three simple models for the present analysis.\n", "\n", "Now that we have our models in place, we will start with our first problem, which is using the data to estimate the parameters of the respective models." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Parameter estimation\n", "\n", "The problem of parameter estimation can be stated as follows: Given a data set $D$ and a model $M_i$ describing the data that is parametrized with a set of parameters $\\boldsymbol{\\theta}_i$, what is the probability distribution of the parameters? I.e., we want to compute the probability $g(\\boldsymbol{\\theta}_i\\mid D, M_i)$. If $g(\\boldsymbol{\\theta}_i\\mid D, M_i)$ is sharply peaked, we have good confidence that our parameters are those for this $g(\\boldsymbol{\\theta}_i\\mid D, M_i)$ is maximal." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Bayes's Theorem and parameter estimation\n", "\n", "We seek an expression for $g(\\boldsymbol{\\theta}_i\\mid D, M_i)$ in terms of things we know. To do this, we employ Bayes's theorem, which says,\n", "\n", "\\begin{align}\n", " g(\\boldsymbol{\\theta}_i\\mid D, M_i) = \\frac{f(D\\mid \\boldsymbol{\\theta}_i, M_i)\\,g(\\boldsymbol{\\theta}_i\\mid M_i)}{f(D\\mid M_i)}.\n", "\\end{align}\n", "\n", "Let us look at each term individually.\n", "* $f(D\\mid \\boldsymbol{\\theta}_i,M_i)$ is the **likelihood**. It is the probability of observing the measured data *given* a set of parameters in model $M_i$.\n", "* $g(\\boldsymbol{\\theta}_i\\mid M_i)$ is the **prior probability**. It is the probability of a set of parameters in model $M_i$ being the true values *without* ever observing the data from our experiment.\n", "* $f(D\\mid M_i)$ is called the **evidence**. It is the probability of observing the experimental data given that model $M_i$ is the model describing the data, but without knowing anything about the parameter values.\n", "* $g(\\boldsymbol{\\theta}_i\\mid D, M_i)$ is called the **posterior probability**, which is what we seek to estimate.\n", "\n", "In our case, $D = \\{t_1, t_2, \\ldots t_n\\}$, the set of measured time in minutes between peaks of pulses of localization.\n", "\n", "For our first parameter estimation, we will consider model 1, which says that the waiting time $t$ is exponentially distributed." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Parameter estimation for Model 1: Exponentially distributed interpulse times\n", "\n", "#### The likelihood\n", "\n", "Our model says that the data should be exponentially distributed. As a reminder, the probability distribution for a single interpulse waiting time is thus\n", "\n", "\\begin{align}\n", "f(t\\mid \\tau, M_1) = \\frac{\\mathrm{e}^{-t / \\tau}}{\\tau}.\n", "\\end{align}\n", "\n", "To connect to our more general notation from the last section, here we have $\\boldsymbol{\\theta}_1 = \\tau$, since the exponential distribution has a single parameter. Now, we assume that each of the interpulse waiting times is independent of all others (which we implicitly already did by sorting the data). Therefore, the likelihood is\n", "\n", "\\begin{align}\n", "f(D\\mid \\tau, M_1) &= \\prod_{t\\in D}\\frac{\\mathrm{e}^{-t / \\tau}}{\\tau} = \\frac{1}{\\tau^n}\\mathrm{e}^{-n\\bar{t}/\\tau},\n", "\\end{align}\n", "\n", "where\n", "\n", "\\begin{align}\n", "\\bar{t} \\equiv \\frac{1}{n}\\sum_{t \\in D} t\n", "\\end{align}\n", "\n", "is the mean interpulse time and $n$ is the total number of pulses. Another, more compact way of writing the likelihood is\n", "\n", "\\begin{align}\n", "t_i \\mid \\tau \\sim \\text{Expon}(\\tau) \\;\\forall i.\n", "\\end{align}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### The prior\n", "\n", "The prior probability distribution describes what we know about the parameters before ever doing a measurement. We know that $\\tau$ should be longer than the time it takes to make a gene product, but should be shorter than the life span of a colony of yeast. So, an educated guess of $\\tau$ might be about ten minutes. We are not very sure of this, we should make our prior **uniformative**, meaning that it is not sharply peaked. We may choose a Log-Normal prior, centered at $\\tau = 10$ minutes with a generous variance. If a variable $x$ is Log-Normally distributed, then $\\ln x$ is Normally (a.k.a. Gaussian) distributed. It has two parameters, with a probability density function of\n", "\n", "\\begin{align}\n", "g(\\tau \\mid \\tau_\\mu, \\sigma) = \\frac{1}{\\tau\\sqrt{2\\pi\\sigma^2}} \\, \\exp\\left[-\\frac{(\\ln (\\tau/\\tau_\\mu))^2}{2\\sigma^2}\\right].\n", "\\end{align}\n", "\n", "The PDF is not usually written this way, but as\n", "\n", "\\begin{align}\n", "g(\\tau \\mid \\mu, \\sigma) = \\frac{1}{\\tau\\sqrt{2\\pi\\sigma^2}} \\, \\exp\\left[-\\frac{(\\ln \\tau - \\mu))^2}{2\\sigma^2}\\right].\n", "\\end{align}\n", "\n", "I am always apprehensive to write anything such that I take a logarithm of something with units, which is why I wrote it the first way. However, Stan, the software package we will use to compute the posterior, specifies the PDF as the latter, so we need to think about what $\\mu$ means in this context. To specify a prior centered around $\\tau \\approx 10$ minutes, we choose $\\mu = 2.3$ (assuming $\\tau$ is in units of minutes). We don't expect the waiting time to be longer than several hours, so we will take $\\sigma = 4$. We know for sure that $\\tau > 0$ by the physical constraints of this process, and this is insured because the support for the Log-Normal distribution is positive real numbers.\n", "\n", "So, our prior is\n", "\n", "\\begin{align}\n", "\\tau \\sim \\text{LogNorm}(2.3, 4).\n", "\\end{align}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### The evidence\n", "Given the likelihood and prior, we know\n", "\n", "\\begin{align}\n", "g(\\tau\\mid D,M_1) \\propto f(D\\mid \\tau,M_1)\\,g(\\tau\\mid M_1),\n", "\\end{align}\n", "\n", "since the evidence, $g(D \\mid M_1)$ is not a function of the parameter $\\tau$. Thus, the evidence is given by the normalization condition of the posterior probability. Namely,\n", "\n", "\\begin{align}\n", "\\int_0^\\infty \\mathrm{d}\\tau\\,g(\\tau\\mid D,M_1) = \\frac{1}{f(D\\mid M_1)}\\int_0^\\infty\\mathrm{d}\\tau\\, f(D\\mid \\tau,M_1)\\,g(\\tau\\mid M_1) = 1.\n", "\\end{align}\n", "\n", "This gives us the evidence in terms of the likihood and prior, which we have already defined.\n", "\n", "\\begin{align}\n", "g(D\\mid M_1) = \\int_0^\\infty\\mathrm{d}\\tau\\, f(D\\mid \\tau,M_1)\\,g(\\tau\\mid M_1).\n", "\\end{align}\n", "\n", "So, it is evident that the model is fully specified by specifying the prior and the likelihood. The statistical model is then completely and succinctly written as\n", "\n", "\\begin{align}\n", "\\tau \\sim \\text{LogNorm}(2.3, 4) \\\\[1em]\n", "t_i \\mid \\tau \\sim \\text{Expon}(\\tau) \\; \\forall i.\n", "\\end{align}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Using MCMC to get the posterior\n", "\n", "The posterior distribution is the goal of the parameter estimation problem. We have provided enough information to specify it, but really do not know what it looks like. We don't know its moments. We don't know how heavy its tails are. So, specifying the likelihood and prior are sufficient to specify what the posterior is in terms of a mathematical expression, but wholly insufficient to understand anything about it.\n", "\n", "In general, we can learn about a probability distribution by **sampling** from it. We have seen this before in class when we talked about the Gillespie algorithm (a.k.a. stochastic simulation algorithm) as a means to sample from a distribution described by a master equation. Similarly, **Markov chain Monte Carlo** refers to a family of algorithms that can be used to sample from a posterior distribution, given the spefication of the likelihood and prior.\n", "\n", "We will use [**Stan**](http://mc-stan.org) as our engine for sampling out of the posterior. Stan consists of a probabilistic programming language that allows us to cleanly specify a model and then sample out of it using efficient Hamiltonian Monte Carlo methods. We will not get into the technical details of how the algorithm works here, but will instead specify the model and then sample out of it using PyStan.\n", "\n", "Once a model is specified in the Stan language, it is compiled from C++ code. We will first instantiate a `StanModel` instance and then we can expose the code in the `expon.stan` file that has the code. Because the compiler will print many warnings to the screen, we use the `%%capture` magic function to suppress the output." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:pystan:COMPILING THE C++ CODE FOR MODEL anon_model_7f72f8e3a0640d36d0a9c7f8b8bced3a NOW.\n" ] } ], "source": [ "%%capture\n", "sm_exp = pystan.StanModel(file='expon.stan')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now that we have the `StanModel` instance, we can expose the code." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "StanModel object 'anon_model_7f72f8e3a0640d36d0a9c7f8b8bced3a' coded as follows:\n", "data {\n", " int n;\n", " real t[n];\n", "}\n", "\n", "\n", "parameters {\n", " real tau;\n", "}\n", "\n", "\n", "transformed parameters {\n", " real r;\n", " r = 1 / tau;\n", "}\n", "\n", "\n", "model {\n", " tau ~ lognormal(2.3, 4);\n", " t ~ exponential(r);\n", "}\n", "\n", "\n", "generated quantities {\n", " vector[n] log_like;\n", " for (i in 1:n){\n", " log_like[i] = exponential_lpdf(t[i] | r);\n", " }\n", "}\n" ] } ], "source": [ "sm_exp.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I will not go through the details of the syntax, but in looking at the code, we see that it looks very much like our mathematical specifiction of the model. We just had to take care to note that Stan's Exponential distribution is parametrized by $r \\equiv 1/\\tau$. The `generated quantities` field gives the log likelihood, which is not important for the present parameter estimation problem, but is used in the model comparison problem that follows.\n", "\n", "The model is built; now we need to feed it data. There are two pieces of data to feed in, the number of time intervals, and the time intervals themselves. Stan expects these as a dictionary." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "data = {'n': len(t),\n", " 't': t}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we are ready to fit the model. We will draw four sets of samples in parallel, with 1000 warm-up samples (samples that are thrown away to make sure the sampler converges) and 1000 samples to keep." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/Justin/anaconda3/lib/python3.6/site-packages/pystan/misc.py:399: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.\n", " elif np.issubdtype(np.asarray(v).dtype, float):\n" ] } ], "source": [ "sm_exp_fit = sm_exp.sampling(data=data, iter=2000, chains=4)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That was fast! Now that we have the samples, getting summary statistics is facilitated by PyStan." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Inference for Stan model: anon_model_7f72f8e3a0640d36d0a9c7f8b8bced3a.\n", "4 chains, each with iter=2000; warmup=1000; thin=1; \n", "post-warmup draws per chain=1000, total post-warmup draws=4000.\n", "\n", " mean se_mean sd 2.5% 25% 50% 75% 97.5% n_eff Rhat\n", "tau 20.49 5.9e-3 0.22 20.05 20.33 20.48 20.63 20.93 1456 1.0\n", "\n", "Samples were drawn using NUTS at Tue May 29 14:07:42 2018.\n", "For each parameter, n_eff is a crude measure of effective sample size,\n", "and Rhat is the potential scale reduction factor on split chains (at \n", "convergence, Rhat=1).\n" ] } ], "source": [ "print(sm_exp_fit.stansummary(['tau']))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The 95% credible region (essentially the error bar) for the parameter $\\tau$ can be read off from the 2.5% and 97.5% values, giving $\\tau = 20.49^{+0.44}_{-0.43}$ minutes.\n", "\n", "We will not get into diagnostics here, but an R-hat value of 1 implies that the sampler worked correctly (there are many more diagnostic checks you can and should do, but we will not get into that here).\n", "\n", "Let's look at the ECDF of the samples to visualize the posterior distribution." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
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\",\"dtype\":\"float64\",\"shape\":[4000]},\"y\":{\"__ndarray__\":\"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bokeh.plotting.figure(plot_width=400, plot_height=250, x_axis_label='Ï„ (min)', y_axis_label='ECDF')\n", "p.circle(*ecdf(sm_exp_fit.extract('tau')['tau']))\n", "bokeh.io.show(p)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This looks approximately Gaussian, with a mean of 20.5 minutes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Parameter estimation for model 2\n", "\n", "We can similarly specify a likelihood and prior for model 2. We need only to specify a prior for $\\beta$. We are not really sure how the \"aging\" process will work, so we will take and take the prior for $\\beta$ to be centered at $\\beta = 1$ with an ample width. The model is then\n", "\n", "\\begin{align}\n", "&\\beta \\sim \\text{LogNormal}(0, 2) \\\\[1em]\n", "&t_i \\sim \\text{Weibull}(\\beta, \\tau) \\; \\forall i\n", "\\end{align}\n", "\n", "We will again use $\\tau \\sim \\text{LogNormal}(2.3, 4)$. The only thing to be careful of here is that `beta` is the name of a distribution in Stan, so we should not use it as a variable name. We will instead call it `beta_w` (the subscript signifying \"Weibull\") in the Stan code.\n", "\n", "Let's compile and take a look at the model specification." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:pystan:COMPILING THE C++ CODE FOR MODEL anon_model_ba250f515ca0b02ddc4aa9cbadfaef59 NOW.\n" ] } ], "source": [ "%%capture\n", "sm_weibull = pystan.StanModel(file='weibull.stan')" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "StanModel object 'anon_model_ba250f515ca0b02ddc4aa9cbadfaef59' coded as follows:\n", "data {\n", " int n;\n", " real t[n];\n", "}\n", "\n", "\n", "parameters {\n", " real beta_w;\n", " real tau;\n", "}\n", "\n", "\n", "model {\n", " beta_w ~ lognormal(0, 1);\n", " tau ~ lognormal(2.3, 4);\n", " t ~ weibull(beta_w, tau);\n", "}\n", "\n", "\n", "generated quantities {\n", " vector[n] log_like;\n", " for (i in 1:n){\n", " log_like[i] = weibull_lpdf(t[i] | beta_w, tau);\n", " }\n", "}\n" ] } ], "source": [ "sm_weibull.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And now we can sample!" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/Justin/anaconda3/lib/python3.6/site-packages/pystan/misc.py:399: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.\n", " elif np.issubdtype(np.asarray(v).dtype, float):\n" ] } ], "source": [ "sm_weibull_fit = sm_weibull.sampling(data=data, iter=2000, chains=4)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Sampling took a bit longer for the Weibull model, perhaps due to its added complexity. Let's take a look at the results." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Inference for Stan model: anon_model_ba250f515ca0b02ddc4aa9cbadfaef59.\n", "4 chains, each with iter=2000; warmup=1000; thin=1; \n", "post-warmup draws per chain=1000, total post-warmup draws=4000.\n", "\n", " mean se_mean sd 2.5% 25% 50% 75% 97.5% n_eff Rhat\n", "beta_w 0.89 1.4e-4 7.3e-3 0.88 0.89 0.89 0.9 0.91 2629 1.0\n", "tau 19.21 5.3e-3 0.25 18.73 19.05 19.22 19.38 19.69 2194 1.0\n", "\n", "Samples were drawn using NUTS at Tue May 29 14:08:44 2018.\n", "For each parameter, n_eff is a crude measure of effective sample size,\n", "and Rhat is the potential scale reduction factor on split chains (at \n", "convergence, Rhat=1).\n" ] } ], "source": [ "print(sm_weibull_fit.stansummary(['beta_w', 'tau']))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We see that $\\beta$ is a bit below unity, around 0.9, and $\\tau$ is a bit smaller than what we saw with the Exponential models, around 19 minutes. The R-hats look good.\n", "\n", "We can visualize the posterior distribution as a **corner plot** using a the `bebi103` module I wrote for my data analysis class." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
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Store samples as a DataFrame\n", "df = pd.DataFrame(sm_weibull_fit.extract(['beta_w', 'tau']))\n", "\n", "bokeh.io.show(bebi103.viz.corner(df, ['beta_w', 'tau'], labels=['β', 'τ'], smooth=2))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The posterior also looks approximately Gaussian in $\\beta$ and $\\tau$." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Parameter estimation for model 3\n", "\n", "We proceed similiary for the mixture model. We again need to specify the prior and likelihood. For the prior for $p$, we will assume it is Uniformly distributed on the interval $[0, 1]$, which is equivalently expressed as Beta(1, 1).\n", "\n", "\\begin{align}\n", "&\\tau_1, \\tau_2 \\sim \\text{LogNorm}(2.3, 4) \\\\[1em]\n", "&p \\sim \\text{Beta}(1, 1) \\\\[1em]\n", "&t_i \\sim p\\,\\text{Expon}(\\tau_1) + (1-p)\\,\\text{Expon}(\\tau_2) \\; \\forall i\n", "\\end{align}\n", "\n", "Let's check out how this looks in Stan. Note in particular that we specify that `tau` is `positive_ordered`, which means that the entries in the array `tau` must be positive and they are ordered from lowest to highest. This makes the specification of the mixture model unabiguous." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:pystan:COMPILING THE C++ CODE FOR MODEL anon_model_6b6d2eae01897fdb1d82c94ad4b5b8fc NOW.\n" ] } ], "source": [ "%%capture\n", "sm_mix = pystan.StanModel(file='mixed_exponential.stan')" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "StanModel object 'anon_model_6b6d2eae01897fdb1d82c94ad4b5b8fc' coded as follows:\n", "data {\n", " int n;\n", " real t[n];\n", "}\n", "\n", "\n", "parameters {\n", " positive_ordered[2] tau;\n", " real p;\n", "}\n", "\n", "\n", "transformed parameters {\n", " vector[2] r;\n", " r[1] = 1 / tau[1];\n", " r[2] = 1 / tau[2];\n", "}\n", "\n", "model {\n", " tau ~ lognormal(2.3, 4);\n", " p ~ beta(1, 1);\n", "\n", " for (i in 1:n)\n", " target += log_mix(p, \n", " exponential_lpdf(t[i] | r[1]),\n", " exponential_lpdf(t[i] | r[2]));\n", "}\n", "\n", "\n", "generated quantities {\n", " vector[n] log_like;\n", " for (i in 1:n){\n", " log_like[i] = log_mix(p, \n", " exponential_lpdf(t[i] | r[1]),\n", " exponential_lpdf(t[i] | r[2]));\n", " }\n", "}\n" ] } ], "source": [ "sm_mix.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And now we can fire up the sampler! We will take more samples for this one because it takes longer to converge." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/Justin/anaconda3/lib/python3.6/site-packages/pystan/misc.py:399: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.\n", " elif np.issubdtype(np.asarray(v).dtype, float):\n" ] } ], "source": [ "sm_mix_fit = sm_mix.sampling(data=data, iter=4000, chains=4)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And, let's take a look." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Inference for Stan model: anon_model_6b6d2eae01897fdb1d82c94ad4b5b8fc.\n", "4 chains, each with iter=4000; warmup=2000; thin=1; \n", "post-warmup draws per chain=2000, total post-warmup draws=8000.\n", "\n", " mean se_mean sd 2.5% 25% 50% 75% 97.5% n_eff Rhat\n", "p 0.65 3.5e-4 0.02 0.61 0.64 0.65 0.66 0.68 2858 1.0\n", "tau[0] 10.22 5.0e-3 0.29 9.65 10.01 10.22 10.41 10.79 3431 1.0\n", "tau[1] 39.43 0.02 1.33 37.01 38.52 39.37 40.28 42.23 2964 1.0\n", "\n", "Samples were drawn using NUTS at Tue May 29 14:11:08 2018.\n", "For each parameter, n_eff is a crude measure of effective sample size,\n", "and Rhat is the potential scale reduction factor on split chains (at \n", "convergence, Rhat=1).\n" ] } ], "source": [ "print(sm_mix_fit.stansummary(['p', 'tau']))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And we can look at a corner plot." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
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Store samples as a DataFrame\n", "df = pd.DataFrame(sm_mix_fit.extract('p'))\n", "tau_vals = sm_mix_fit.extract('tau')['tau']\n", "df['tau_1'] = tau_vals[:, 0]\n", "df['tau_2'] = tau_vals[:, 1]\n", "\n", "bokeh.io.show(bebi103.viz.corner(df, ['p', 'tau_1', 'tau_2'], labels=['p', 'Ï„1', 'Ï„2'], smooth=2))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These results suggest that there are two pulse states, one with a 10 minute waiting time and one with a 40 minute waiting time, with similar probability of occurring. Let's plot the result and see how this looks." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Model comparison\n", "\n", "Now that we have performed parameter estimation for each of the three models, we turn to assessing how the respective models perform. As a first look, we can plot the ECDF and then the CDF predicted by each model, assuming the median value of the parameter values from the MCMC samples." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
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Pull out median parameter values\n", "tau_exp = np.median(sm_exp_fit.extract('tau')['tau'])\n", "tau_weibull = np.median(sm_weibull_fit.extract('tau')['tau'])\n", "beta = np.median(sm_weibull_fit.extract('beta_w')['beta_w'])\n", "p_mix = np.median(sm_mix_fit.extract('p')['p'])\n", "tau_1, tau_2 = np.median(sm_mix_fit.extract('tau')['tau'], axis=0)\n", "\n", "# Make theoretical CDFs\n", "t_smooth = np.linspace(0, 250, 200)\n", "cdf_exp = 1 - np.exp(-t_smooth/tau_exp)\n", "cdf_weibull = 1 - np.exp(-(t_smooth/tau_weibull)**beta)\n", "cdf_mix = 1.0 - p_mix * np.exp(-t_smooth / tau_1) - (1 - p_mix) * np.exp(-t_smooth / tau_2)\n", "\n", "# Plot\n", "colors = bokeh.palettes.brewer['Set2'][4]\n", "x, y = ecdf(t)\n", "y = 1 - y\n", "p = bokeh.plotting.figure(plot_width=400,\n", " plot_height=250,\n", " y_axis_type='log',\n", " x_axis_label='t (min)',\n", " y_axis_label='ECCDF',\n", " y_range=[1e-4, 2])\n", "p.circle(x, y)\n", "p.line(t_smooth, 1-cdf_exp, line_width=2, color=colors[1], legend='Expon')\n", "p.line(t_smooth, 1-cdf_weibull, line_width=2, color=colors[0], legend='Weibull')\n", "p.line(t_smooth, 1-cdf_mix, line_width=2, color=colors[3], legend='mixture')\n", "bokeh.io.show(p)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "By eye, the mixture model seems to perform best. The die-off at the tail may be due to sparse data (but I doubt it). Though the \"eye test\" suggests the mixture model is best, we should not trust our eyes alone. Instead, we should perform a **model comparison analysis**.\n", "\n", "For model comparison, we need a metric to describe the relative goodness of a model." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### The Watanabe-Akaike Information Criterion\n", "\n", "A good model is a predictive model. If we were to acquire more data under identical conditions, the parameters we derived from the posterior should be able to accurately predict what those new data would look like. It makes sense to assess a model on how well it can predict new data. Furthermore, the connection between predictive capabilities and the Bayes factor is clear if you think about what must be true of a predictive model. First, it must describe the data we have actually acquired well. The goodness-of-fit term in the Bayes factor covers this. Second, it must describe new data well. If the parameters are such that it describes the data already collection very well, but cannot predict, the model is not good. This usually happens when the model has many parameters tailor-made for the data (such as fitting data with a higher-order polynomial). This is captured in the Occam factor. So, models with good Bayes factors are often predictive.\n", "\n", "With that in mind, I will introduce a good metric for comparing models, the **Watanabe-Akaike Information Criterion**, also known as the **Widely Applicable Information Criterion** (WAIC). I will discuss it intuitively and not provide much rigor. For detailed descriptions of what follows, I recommend reading chapter 7 of Gelman, et al., *Bayesian Data Analysis, 3rd Ed.* and chapter 6 of McElreath, *Statistical Rethinking*.\n", "\n", "In what follows, for notational convenience, I will drop explicit dependence of $M_i$, and define the parameter set pertinent for a given model as $\\theta$. We define the predictive density of a single data point $x \\in D$ as\n", "\n", "\\begin{align}\n", "\\text{single point predictive density} = \\int\\mathrm{d}\\theta\\,\\,f(x\\mid\\theta)\\,g(\\theta \\mid D).\n", "\\end{align}\n", "\n", "This is the likelihood for observing data point $x$, averaged over the posterior probability distribution of parameter values $\\theta$. We are therefore taking into account posterior information and using the likelihood to assess goodness-of-fit. We can take the product of each of the single point predictive densities in the data set and take the logarithm to get the **log pointwise predictive density**, or **lppd**, \n", "\n", "\\begin{align}\n", "\\text{lppd} &= \\ln\\left( \\prod_{x\\in D} \\int\\mathrm{d}\\theta\\,\\,f(x\\mid\\theta)\\,g(\\theta \\mid D)\\right) \\\\[1em]\n", "&= \\sum_{x\\in D} \\ln\\left(\\int\\mathrm{d}\\theta\\,\\,f(x\\mid\\theta)\\,g(\\theta \\mid D)\\right).\n", "\\end{align}\n", "\n", "This gives a metric of how well the model manages to predict the observed data. Put succinctly, the lppd is the sum of the logarithm of the average likelihood of each observation in a data set.\n", "\n", "The lppd is biased toward complicated models, so we add a correction. We compute the **effective number of parameters**, $p_\\mathrm{WAIC}$ as\n", "\n", "\\begin{align}\n", "p_\\mathrm{WAIC} = \\sum_{i\\in D} \\text{variance}(\\ln f(x\\mid D)),\n", "\\end{align}\n", "where the variance is computed over the posterior. Written out, this is\n", "\n", "\\begin{align}\n", "\\text{variance}(\\ln f(x\\mid D)) &= \\int\\mathrm{d}\\theta\\, g(\\theta \\mid D)\\,(\\ln f(x\\mid D))^2 \\\\[1em]\n", "&\\;\\;\\;\\;- \\left(\\int\\mathrm{d}\\theta\\, g(\\theta \\mid D)\\,\\ln f(x\\mid D)\\right)^2.\n", "\\end{align}\n", "\n", "This parameter $p_\\mathrm{WAIC}$, can be thought of as the number of unconstrained parameters in a model. Parameters that are influences only by the prior contribute little to $p_\\mathrm{WAIC}$, while those that are determined mostly by the data contribute more.\n", "\n", "\n", "The WAIC is then\n", "\\begin{align}\n", "\\text{WAIC} = -2(\\text{lppd} - p_\\mathrm{WAIC}).\n", "\\end{align}\n", "The factor of $-2$ is there for historical reasons to enable comparisons to the Akaike Information Criterion (AIC) and the Deviance Information Criterion (DIC). These two information criteria are also widely used, but have assumptions about Gaussianity, and in the case of the AIC, also flat priors. The WAIC is a better choice.\n", "\n", "Computing the WAIC is difficult, unless, of course, you managed to get MCMC samples! Given a set of $S$ MCMC samples of the parameters $\\theta$ (where $\\theta^{(s)}$ is the $s$th sample), the lppd may be calculated as\n", "\n", "\\begin{align}\n", "\\text{lppd} = \\sum_{x\\in D}\\ln \\left(\\frac{1}{S}\\sum_{s=1}^S f(x\\mid \\theta^{(s)})\\right).\n", "\\end{align}\n", "\n", "Similarly we can compute $p_\\mathrm{WAIC}$ from samples.\n", "\n", "\\begin{align}\n", "p_\\mathrm{WAIC} = \\sum_{x\\in D}\\frac{1}{S-1}\\sum_{s=1}^S\\left(\\log f(x\\mid \\theta^{(s)}) - q(x)\\right)^2,\n", "\\end{align}\n", "\n", "where\n", "\n", "\\begin{align}\n", "q(x) = \\frac{1}{S}\\sum_{s=1}^S\\ln f(x\\mid\\theta^{(s)}).\n", "\\end{align}\n", "\n", "For an intuitive description of the WAIC, you may think of it as an estimate of the negative log likelihood of new data. That is, it is an estimate of how badly the model would perform with new data. So, the lower the WAIC, the better the model." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### The Akaike weights\n", "\n", "The value of a WAIC by itself does not tell us anything. Only comparison of two or more WAICs makes sense. Recalling that the WAIC is a measure of a log likelihood, if we exponentiate it, we get something proportional to a probability. If we have two models, $M_i$ and $M_j$, the \\textbf{Akaike weight} of model $i$ is\n", "\n", "\\begin{align}\n", "w_i = \\frac{\\exp\\left[-\\frac{1}{2}\\,\\text{WAIC}_i\\right]}{\\exp\\left[-\\frac{1}{2}\\,\\text{WAIC}_i\\right] + \\exp\\left[-\\frac{1}{2}\\,\\text{WAIC}_j\\right]}.\n", "\\end{align}\n", "\n", "This weight may be interpreted as an estimate of the probability that $M_i$ will make the best predictions of new data. (This interpretation is common, but not entirely agreed upon.) We can generalize this to multiple models.\n", "\n", "\\begin{align}\n", "w_i = \\frac{\\exp\\left[-\\frac{1}{2}\\,\\text{WAIC}_i\\right]}{\\sum_j \\exp\\left[-\\frac{1}{2}\\,\\text{WAIC}_j\\right]}.\n", "\\end{align}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Compaison of WAICs\n", "\n", "Let us write a function to compute the WAIC from a given trace. Note that to compute it, we need the log likelihood for every data point for every sample. This is why we had the log likelihood in the `generated quantities` field of our Stan model specification. By default, Stan does not compute the log likelihood for each sample, since it is unnecessary for sampling and computationally intensive. We therefore need to extract the log likelihoods after the sampling using the `generated quantities` field. Let's start by extracting the log likelihoods." ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "log_likes = {'exp': sm_exp_fit.extract('log_like')['log_like'],\n", " 'weibull': sm_weibull_fit.extract('log_like')['log_like'],\n", " 'mix': sm_mix_fit.extract('log_like')['log_like']}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we define a function to compute the WAIC from a set of samples, and then a function to compute the Akaike weights from a set of WAICs." ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "def waic(log_like, return_lppd_p_waic=False):\n", " \"\"\"Compute WAIC from a set of log-likelihoods.\"\"\"\n", " lppd = np.sum(scipy.special.logsumexp(log_like, axis=0, b=1/log_like.shape[0]))\n", " p_waic = np.sum(np.var(log_like, axis=0, ddof=1))\n", " \n", " if return_lppd_p_waic:\n", " return -2*(lppd - p_waic), lppd, p_waic\n", " else:\n", " return -2*(lppd - p_waic)\n", "\n", "def akaike_weights(model_waics):\n", " \"\"\"Compute Akaike weights from a dictionary of WAICs.\"\"\"\n", " log_denom = scipy.special.logsumexp(np.array([-val/2 for _, val in model_waics.items()]))\n", " return {key: np.exp(-val/2 - log_denom) for key, val in model_waics.items()}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, let's compute the WAICs." ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'exp': 66064.60197304442,\n", " 'weibull': 65860.51886685542,\n", " 'mix': 65160.918351401655}" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "waics = {key: waic(val) for key, val in log_likes.items()}\n", "\n", "# Take a look\n", "waics" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The mixture model has the smalled WAIC, in agreement with what we would expect from eyeballing the plot of the ECCDFs. Let's compute the Akaike weights." ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'exp': 5.855916387360625e-197, 'weibull': 1.2124903781034876e-152, 'mix': 1.0}" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "akaike_weights(waics)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The mixture model absolutely crushes the other two models. When we have lots of data, goodness of fit matters a lot!" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.6.5" } }, "nbformat": 4, "nbformat_minor": 2 }