{ "cells": [ { "cell_type": "markdown", "source": [ "# Classification of penguin species\n", "\n", "*You are seeing the\n", "notebook output generated by\n", "[Literate.jl](https://github.com/fredrikekre/Literate.jl) from the\n", "[Julia source file](https://github.com/devmotion/CalibrationErrors.jl/blob/main/examples/classification/script.jl).\n", "The corresponding\n", "HTML output can be viewed [here](https://devmotion.github.io/CalibrationErrors.jl/v0.6.4/examples/classification/).*\n", "\n", "\n", "## Packages" ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "using AlgebraOfGraphics\n", "using CairoMakie\n", "using CalibrationErrors\n", "using DataFrames\n", "using Distributions\n", "using MLJ\n", "using MLJNaiveBayesInterface\n", "using PalmerPenguins\n", "\n", "using Random\n", "\n", "# Plotting settings\n", "set_aog_theme!()\n", "CairoMakie.activate!(; type=\"svg\")" ], "metadata": {}, "execution_count": 1 }, { "cell_type": "markdown", "source": [ "## Data\n", "\n", "In this example we study the calibration of different models that classify three penguin\n", "species based on measurements of their bill and flipper lengths.\n", "\n", "We use the [Palmer penguins dataset](https://allisonhorst.github.io/palmerpenguins/) to\n", "to train and validate the models." ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "FigureGrid()", "image/png": 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The training dataset\n", "contains around 60% of the samples." ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "FigureGrid()", "image/png": 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"\n", "For each species, we fit independent normal distributions to the observations of the bill\n", "and flipper length in the training data, using maximum likelihood estimation." ], "metadata": {} }, { "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ Info: Training machine(GaussianNBClassifier(), …).\n" ] } ], "cell_type": "code", "source": [ "y, X = unpack(\n", " penguins,\n", " ==(:species),\n", " x -> x === :bill_length_mm || x === :flipper_length_mm;\n", " :species => Multiclass,\n", " :bill_length_mm => MLJ.Continuous,\n", " :flipper_length_mm => MLJ.Continuous,\n", ")\n", "model = fit!(machine(GaussianNBClassifier(), X, y); rows=penguins.train);" ], "metadata": {}, "execution_count": 4 }, { "cell_type": "markdown", "source": [ "We plot the estimated normal distributions." ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "FigureGrid()", "image/png": 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"\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", "\n", "\n", "\n", "\n", "\n" ] }, "metadata": {}, "execution_count": 5 } ], "cell_type": "code", "source": [ "# plot datasets\n", "fg = draw(plt; axis=(height=300,))\n", "\n", "# plot Gaussian distributions\n", "xgrid = range(extrema(penguins.bill_length_mm)...; length=100)\n", "ygrid = range(extrema(penguins.flipper_length_mm)...; length=100)\n", "let f = (x, y, dist) -> pdf(dist, [x, y])\n", " for (class, color) in zip(classes(y), Makie.wong_colors())\n", " pdfs = f.(xgrid, ygrid', Ref(model.fitresult.gaussians[class]))\n", " contour!(fg.figure[1, 1], xgrid, ygrid, pdfs; color=color)\n", " contour!(fg.figure[1, 2], xgrid, ygrid, pdfs; color=color)\n", " end\n", "end\n", "\n", "fg" ], "metadata": {}, "execution_count": 5 }, { "cell_type": "markdown", "source": [ "## Naive Bayes classifier\n", "\n", "Let us assume that the bill and flipper length are conditionally independent given the\n", "penguin species. Then Bayes' theorem implies that\n", "$$\n", "\\begin{aligned}\n", "\\mathbb{P}(\\mathrm{species} \\,|\\, \\mathrm{bill}, \\mathrm{flipper})\n", "&= \\frac{\\mathbb{P}(\\mathrm{species}) \\mathbb{P}(\\mathrm{bill}, \\mathrm{flipper} \\,|\\, \\mathrm{species})}{\\mathbb{P}(\\mathrm{bill}, \\mathrm{flipper})} \\\\\n", "&= \\frac{\\mathbb{P}(\\mathrm{species}) \\mathbb{P}(\\mathrm{bill} \\,|\\, \\mathrm{species}) \\mathbb{P}(\\mathrm{flipper} \\,|\\, \\mathrm{species})}{\\mathbb{P}(\\mathrm{bill}, \\mathrm{flipper})}.\n", "\\end{aligned}\n", "$$\n", "This predictive model is known as\n", "[naive Bayes classifier](https://en.wikipedia.org/wiki/Naive_Bayes_classifier).\n", "\n", "In the section above, we estimated $\\mathbb{P}(\\mathrm{species})$,\n", "$\\mathbb{P}(\\mathrm{bill} \\,|\\, \\mathrm{species})$, and\n", "$\\mathbb{P}(\\mathrm{flipper} \\,|\\, \\mathrm{species})$ for each penguin species from\n", "the training data. For the conditional distributions we used a Gaussian approximation." ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "FigureGrid()", "image/png": 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\n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", "\n", "\n", "\n", "\n", "\n" ] }, "metadata": {}, "execution_count": 6 } ], "cell_type": "code", "source": [ "predictions = MLJ.predict(model)\n", "train_predict = predictions[penguins.train]\n", "val_predict = predictions[.!penguins.train]\n", "\n", "# Plot datasets\n", "fg = draw(plt; axis=(height=300,))\n", "\n", "# Plot predictions\n", "predictions_grid = reshape(\n", " MLJ.predict(model, reduce(hcat, vcat.(xgrid, ygrid'))'), length(xgrid), length(ygrid)\n", ")\n", "for (class, color) in zip(classes(y), Makie.wong_colors())\n", " p = pdf.(predictions_grid, class)\n", " contour!(fg.figure[1, 1], xgrid, ygrid, p; color=color)\n", " contour!(fg.figure[1, 2], xgrid, ygrid, p; color=color)\n", "end\n", "\n", "fg" ], "metadata": {}, "execution_count": 6 }, { "cell_type": "markdown", "source": [ "## Evaluation\n", "\n", "We evaluate the probabilistic predictions of the naive Bayes classifier that we just\n", "trained.\n", "\n", "### Log-likelihood\n", "\n", "We compute the average log-likelihood of the validation data. It is equivalent to the\n", "negative cross-entropy." ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "-0.12188703745583586" }, "metadata": {}, "execution_count": 7 } ], "cell_type": "code", "source": [ "val_y = y[.!penguins.train]\n", "-mean(cross_entropy(val_predict, val_y))" ], "metadata": {}, "execution_count": 7 }, { "cell_type": "markdown", "source": [ "### Brier score\n", "\n", "The average log-likelihood is also equivalent to the\n", "[logarithmic score](https://sites.stat.washington.edu/raftery/Research/PDF/Gneiting2007jasa.pdf).\n", "The Brier score is another strictly proper scoring rule that can be used for evaluating\n", "probabilistic predictions." ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "-0.07385286949971775" }, "metadata": {}, "execution_count": 8 } ], "cell_type": "code", "source": [ "mean(brier_score(val_predict, val_y))" ], "metadata": {}, "execution_count": 8 }, { "cell_type": "markdown", "source": [ "### Expected calibration error\n", "\n", "As all proper scoring rules, the logarithmic and the Brier score can be [decomposed in\n", "three terms that quantify the sharpness and calibration of the predictive model and the\n", "irreducible uncertainty of the targets that is inherent to the prediction\n", "problem](https://doi.org/10.1002/qj.456). The calibration term in this decomposition is\n", "the expected calibration error (ECE)\n", "$$\n", "\\mathbb{E} d\\big(P_X, \\mathrm{law}(Y \\,|\\, P_X)\\big)\n", "$$\n", "with respect to the score divergence $d$.\n", "\n", "Scoring rules, however, include also the sharpness and the uncertainty term. Thus models\n", "can trade off calibration for sharpness and therefore scoring rules are not suitable for\n", "specifically evaluating calibration of predictive models.\n", "\n", "The score divergence to the logarithmic and the Brier score are the Kullback-Leibler (KL)\n", "divergence\n", "$$\n", "d\\big(P_X, \\mathrm{law}(Y \\,|\\, P_X)\\big) = \\sum_{y} \\mathbb{P}(Y = y \\,|\\, P_X)\n", "\\log\\big(\\mathbb{P}(Y = y \\,|\\, P_X) / P_X(\\{y\\})\\big)\n", "$$\n", "and the squared Euclidean distance\n", "$$\n", "d\\big(P_X, \\mathrm{law}(Y \\,|\\, P_X)\\big) = \\sum_{y} \\big(P_X - \\mathrm{law}(Y \\,|\\, P_X)\\big)^2(\\{y\\}),\n", "$$\n", "respectively. The KL divergence is defined only if $\\mathrm{law}(Y \\,|\\, P_X)$ is\n", "absolutely continuous with respect to $P_X$, i.e., if $P_X(\\{y\\}) = 0$ implies\n", "$\\mathbb{P}(Y = y \\,|\\, P_X) = 0$." ], "metadata": {} }, { "cell_type": "markdown", "source": [ "We estimate the ECE by binning the probability simplex of predictions $P_X$ and computing\n", "the weighted average of the distances between the mean prediction and the distribution of\n", "targets in each bin.\n", "\n", "One approach is to use bins of uniform size." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "ece = ECE(UniformBinning(10), (μ, y) -> kl_divergence(y, μ));" ], "metadata": {}, "execution_count": 9 }, { "cell_type": "markdown", "source": [ "We have to work with a numerical encoding of the true penguin species and a\n", "corresponding vector of predictions. We use [`RowVecs`](https://juliagaussianprocesses.github.io/KernelFunctions.jl/stable/api/#KernelFunctions.RowVecs)\n", "to indicate that the rows in the matrix of probabilities returned by `pdf`\n", "are the predictions. If we would provide predictions as columns of a matrix, we would have\n", "to use [`ColVecs`](https://juliagaussianprocesses.github.io/KernelFunctions.jl/stable/api/#KernelFunctions.ColVecs)." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "val_yint = map(MLJ.levelcode, val_y)\n", "val_probs = RowVecs(pdf(val_predict, MLJ.classes(y)));" ], "metadata": {}, "execution_count": 10 }, { "cell_type": "markdown", "source": [ "We compute the estimate on the validation data:" ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "0.04860861700674836" }, "metadata": {}, "execution_count": 11 } ], "cell_type": "code", "source": [ "ece(val_probs, val_yint)" ], "metadata": {}, "execution_count": 11 }, { "cell_type": "markdown", "source": [ "For the squared Euclidean distance we obtain:" ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "0.02426469201343113" }, "metadata": {}, "execution_count": 12 } ], "cell_type": "code", "source": [ "ece = ECE(UniformBinning(10), SqEuclidean())\n", "ece(val_probs, val_yint)" ], "metadata": {}, "execution_count": 12 }, { "cell_type": "markdown", "source": [ "Alternatively, one can use a data-dependent binning scheme that tries to split the\n", "predictions in a way that minimizes the variance in each bin.\n", "\n", "With the KL divergence we get:" ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "0.027874966150111966" }, "metadata": {}, "execution_count": 13 } ], "cell_type": "code", "source": [ "ece = ECE(MedianVarianceBinning(5), (μ, y) -> kl_divergence(y, μ))\n", "ece(val_probs, val_yint)" ], "metadata": {}, "execution_count": 13 }, { "cell_type": "markdown", "source": [ "For the squared Euclidean distance we obtain:" ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "0.012238423729555838" }, "metadata": {}, "execution_count": 14 } ], "cell_type": "code", "source": [ "ece = ECE(MedianVarianceBinning(5), SqEuclidean())\n", "ece(val_probs, val_yint)" ], "metadata": {}, "execution_count": 14 }, { "cell_type": "markdown", "source": [ "We see that the estimates (of the same theoretical quantity!) are highly dependent on the\n", "chosen binning scheme." ], "metadata": {} }, { "cell_type": "markdown", "source": [ "### Kernel calibration error\n", "\n", "As an alternative to the ECE, we estimate the kernel calibration error (KCE). We keep it\n", "simple here, and use the tensor product kernel\n", "$$\n", "k\\big((\\mu, y), (\\mu', y')\\big) = \\delta_{y,y'} \\exp{\\bigg(-\\frac{{\\|\\mu - \\mu'\\|}_2^2}{2\\nu^2} \\bigg)}\n", "$$\n", "with length scale $\\nu > 0$ for predictions $\\mu,\\mu'$ and corresponding targets $y, y'$.\n", "For simplicity, we estimate length scale $\\nu$ with the median heuristic." ], "metadata": {} }, { "outputs": [], "cell_type": "code", "source": [ "distances = pairwise(SqEuclidean(), RowVecs(pdf(train_predict, MLJ.classes(y))))\n", "ν = sqrt(median(distances[i] for i in CartesianIndices(distances) if i[1] < i[2]))\n", "kernel = with_lengthscale(GaussianKernel(), ν) ⊗ WhiteKernel();" ], "metadata": {}, "execution_count": 15 }, { "cell_type": "markdown", "source": [ "We obtain the following biased estimate of the squared KCE (SKCE):" ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "0.0007888007181424227" }, "metadata": {}, "execution_count": 16 } ], "cell_type": "code", "source": [ "skce = SKCE(kernel; unbiased=false)\n", "skce(val_probs, val_yint)" ], "metadata": {}, "execution_count": 16 }, { "cell_type": "markdown", "source": [ "Similar to the biased estimates of the ECE, the biased estimates of the SKCE are always\n", "non-negative. The unbiased estimates can be negative as well, in particular if the model\n", "is (close to being) calibrated:" ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "5.0779821358820946e-5" }, "metadata": {}, "execution_count": 17 } ], "cell_type": "code", "source": [ "skce = SKCE(kernel)\n", "skce(val_probs, val_yint)" ], "metadata": {}, "execution_count": 17 }, { "cell_type": "markdown", "source": [ "When the datasets are large, the quadratic sample complexity of the standard biased and\n", "unbiased estimators of the SKCE can become prohibitive. In these cases, one can resort to\n", "an estimator that averages estimates of non-overlapping blocks of samples. This estimator\n", "allows to trade off computational cost for increased variance.\n", "\n", "Here we consider the extreme case of blocks with two samples, which yields an estimator\n", "with linear sample complexity:" ], "metadata": {} }, { "outputs": [ { "output_type": "execute_result", "data": { "text/plain": "0.01903306352441053" }, "metadata": {}, "execution_count": 18 } ], "cell_type": "code", "source": [ "skce = SKCE(kernel; blocksize=2)\n", "skce(val_probs, val_yint)" ], "metadata": {}, "execution_count": 18 }, { "cell_type": "markdown", "source": [ "### Package and system information\n", "#### Package version\n", "```julia\n", "Status `~/work/CalibrationErrors.jl/CalibrationErrors.jl/examples/classification/Project.toml`\n", " [cbdf2221] AlgebraOfGraphics v0.6.16\n", " [13f3f980] CairoMakie v0.10.6\n", " [33913031] CalibrationErrors v0.6.4\n", " [a93c6f00] DataFrames v1.5.0\n", " [31c24e10] Distributions v0.25.98\n", " [add582a8] MLJ v0.19.2\n", " [33e4bacb] MLJNaiveBayesInterface v0.1.6\n", " [8b842266] PalmerPenguins v0.1.4\n", "```\n", "#### Computer information\n", "```\n", "Julia Version 1.9.1\n", "Commit 147bdf428cd (2023-06-07 08:27 UTC)\n", "Platform Info:\n", " OS: Linux (x86_64-linux-gnu)\n", " CPU: 2 × Intel(R) Xeon(R) CPU E5-2673 v4 @ 2.30GHz\n", " WORD_SIZE: 64\n", " LIBM: libopenlibm\n", " LLVM: libLLVM-14.0.6 (ORCJIT, broadwell)\n", " Threads: 1 on 2 virtual cores\n", "Environment:\n", " JULIA_PKG_SERVER_REGISTRY_PREFERENCE = eager\n", " JULIA_DEBUG = Documenter\n", " JULIA_LOAD_PATH = :/home/runner/work/CalibrationErrors.jl/CalibrationErrors.jl/docs\n", "```\n", "#### Manifest\n", "To reproduce the project environment of this example you can [download the full Manifest.toml](./Manifest.toml)." ], "metadata": {} }, { "cell_type": "markdown", "source": [ "---\n", "\n", "*This notebook was generated using [Literate.jl](https://github.com/fredrikekre/Literate.jl).*" ], "metadata": {} } ], "nbformat_minor": 3, "metadata": { "language_info": { "file_extension": ".jl", "mimetype": "application/julia", "name": "julia", "version": "1.9.1" }, "kernelspec": { "name": "julia-1.9", "display_name": "Julia 1.9.1", "language": "julia" } }, "nbformat": 4 }