{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Nested Logit and Non-Proportional Patterns of Substitution" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload\n", "import arviz as az\n", "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "\n", "from pymc_marketing.customer_choice.nested_logit import NestedLogit\n", "from pymc_marketing.paths import data_dir\n", "from pymc_marketing.prior import Prior" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "az.style.use(\"arviz-darkgrid\")\n", "plt.rcParams[\"figure.figsize\"] = [12, 7]\n", "plt.rcParams[\"figure.dpi\"] = 100" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We've seen how the Multinomial Logit model suffers from the IIA limitation that leads to implausible counterfactual inferences regarding market behaviour. We will show how the nested logit model specification avoids this property by adding more explicit structure to the choice scenarios that are modelled. \n", "\n", "In this notebook we will re-use the same heating choice data set seen in the Multinomial Logit example and apply a few different specifications of a nested logit model. " ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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idcasedepvaric_gcic_gric_ecic_eric_hpoc_gcoc_groc_ecoc_eroc_hpincomeagehedroomsregion
01gc866.00962.64859.90995.761135.50199.69151.72553.34505.60237.887256ncostl
12gc727.93758.89796.82894.69968.90168.66168.66520.24486.49199.195605scostl
23gc599.48783.05719.86900.111048.30165.58137.80439.06404.74171.474652ncostl
34er835.17793.06761.25831.041048.70180.88147.14483.00425.22222.952504scostl
45er755.59846.29858.86985.64883.05174.91138.90404.41389.52178.492256valley
...................................................
895896gc766.39877.71751.59869.78942.70142.61136.21474.48420.65203.006204mountn
896897gc1128.501167.801047.601292.601297.10207.40213.77705.36551.61243.767457scostl
897898gc787.101055.20842.791041.301064.80175.05141.63478.86448.61254.515607scostl
898899gc860.561081.30799.761123.201218.20211.04151.31495.20401.56246.485506scostl
899900gc893.941119.90967.881091.701387.50175.80180.11518.68458.53245.132654ncostl
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900 rows × 16 columns

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" ], "text/plain": [ " idcase depvar ic_gc ic_gr ic_ec ic_er ic_hp oc_gc \\\n", "0 1 gc 866.00 962.64 859.90 995.76 1135.50 199.69 \n", "1 2 gc 727.93 758.89 796.82 894.69 968.90 168.66 \n", "2 3 gc 599.48 783.05 719.86 900.11 1048.30 165.58 \n", "3 4 er 835.17 793.06 761.25 831.04 1048.70 180.88 \n", "4 5 er 755.59 846.29 858.86 985.64 883.05 174.91 \n", ".. ... ... ... ... ... ... ... ... \n", "895 896 gc 766.39 877.71 751.59 869.78 942.70 142.61 \n", "896 897 gc 1128.50 1167.80 1047.60 1292.60 1297.10 207.40 \n", "897 898 gc 787.10 1055.20 842.79 1041.30 1064.80 175.05 \n", "898 899 gc 860.56 1081.30 799.76 1123.20 1218.20 211.04 \n", "899 900 gc 893.94 1119.90 967.88 1091.70 1387.50 175.80 \n", "\n", " oc_gr oc_ec oc_er oc_hp income agehed rooms region \n", "0 151.72 553.34 505.60 237.88 7 25 6 ncostl \n", "1 168.66 520.24 486.49 199.19 5 60 5 scostl \n", "2 137.80 439.06 404.74 171.47 4 65 2 ncostl \n", "3 147.14 483.00 425.22 222.95 2 50 4 scostl \n", "4 138.90 404.41 389.52 178.49 2 25 6 valley \n", ".. ... ... ... ... ... ... ... ... \n", "895 136.21 474.48 420.65 203.00 6 20 4 mountn \n", "896 213.77 705.36 551.61 243.76 7 45 7 scostl \n", "897 141.63 478.86 448.61 254.51 5 60 7 scostl \n", "898 151.31 495.20 401.56 246.48 5 50 6 scostl \n", "899 180.11 518.68 458.53 245.13 2 65 4 ncostl \n", "\n", "[900 rows x 16 columns]" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_path = data_dir / \"choice_wide_heating.csv\"\n", "df = pd.read_csv(data_path)\n", "df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Single Layer Nesting\n", "\n", "The important addition gained through the nested logit specification is the ability to specify \"nests\" of products in this way we can partition the market into \"natural\" groups of competing products ensuring that there is an inherent bias in the model towards a selective pattern of preference. As before we specify the models using formulas, but now we also add a nesting structure. \n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "## No Fixed Covariates\n", "utility_formulas = [\n", " \"gc ~ ic_gc + oc_gc | income + rooms \",\n", " \"ec ~ ic_ec + oc_ec | income + rooms \",\n", " \"gr ~ ic_gr + oc_gr | income + rooms \",\n", " \"er ~ ic_er + oc_er | income + rooms \",\n", " \"hp ~ ic_hp + oc_hp | income + rooms \",\n", "]\n", "\n", "\n", "nesting_structure = {\"central\": [\"gc\", \"ec\"], \"room\": [\"hp\", \"gr\", \"er\"]}\n", "\n", "\n", "nstL_1 = NestedLogit(\n", " df,\n", " utility_formulas,\n", " \"depvar\",\n", " covariates=[\"ic\", \"oc\"],\n", " nesting_structure=nesting_structure,\n", " model_config={\n", " \"alphas_\": Prior(\"Normal\", mu=0, sigma=5, dims=\"alts\"),\n", " \"betas\": Prior(\"Normal\", mu=0, sigma=1, dims=\"alt_covariates\"),\n", " \"betas_fixed_\": Prior(\"Normal\", mu=0, sigma=1, dims=\"fixed_covariates\"),\n", " \"lambdas_nests\": Prior(\"Beta\", alpha=2, beta=2, dims=\"nests\"),\n", " },\n", ")\n", "nstL_1" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will dwell a bit on the manner in which these nests are specified and why. The nested logit model partitions the choice set into nests of alternatives that share common unobserved attributes (i.e., are more similar to each other). It computes the overall probability of choosing an alternative as the product of (1) The probability of choosing a nest (marginal probability), and (2) the probability of choosing an alternative within that nest (conditional probability, given that nest). In our case we want to isolate the probability of choosing a central heatings system and a room based heating system. \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Each of the alternatives `alt` is indexed to a nest. So that we can determine (§) the marginal probability of choosing `room` or `central` and (2) conditional probability of choosing `ec` given that you have chosen `central`. Our utilities are decomposed into contributions from fixed_covariates and alternative specific covariates: \n", "\n", "$$ U = Y + W + \\epsilon $$ \n", "\n", "and the probabilities are derived from these decomposed utilitiies in the following manner. \n", "\n", "$$ P(i) = P(\\text{choose nest B}) \\cdot P(\\text{choose i} | \\text{ i} \\in \\text{B}) $$\n", "\n", "where \n", "\n", "$$ P(\\text{choose nest B}) = \\dfrac{e^{W + \\lambda_{k}I_{k}}}{\\sum_{l=1}^{K} e^{W + \\lambda_{l}I_{l}}} $$\n", "\n", "and \n", "\n", "$$ P(\\text{choose i} | \\text{ i} \\in \\text{B}) = \\dfrac{e^{Y_{i} / \\lambda_{k}}}{\\sum_{j \\in B_{k}} e^{Y_{j} / \\lambda_{k}}} $$\n", "\n", "while the inclusive term $I_{k}$ is:\n", "\n", "$$ I_{k} = ln \\sum_{j \\in B_{k}} e^{Y_{j} / \\lambda_{k}} \\text{ and } \\lambda_{k} \\sim Beta(1, 1) $$\n", "\n", "such that $I_{k}$ is used to \"aggregate\" utilities within a nest a \"bubble up\" their contribution to decision through the product of the marginal and conditional probabilities. More extensive details of this mathematical formulation can be found in Kenneth Train's \"Discrete Choice Methods with Simulation\". \n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Sampling: [alphas_, betas, betas_fixed_, lambdas_nests, likelihood]\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "8712e8336edb423cbc3d83aca40b1ef5", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/3000 [00:00\n" ], "text/plain": [] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "nstL_1.sample(\n", " fit_kwargs={\n", " \"target_accept\": 0.97,\n", " \"tune\": 2000,\n", " \"nuts_sampler\": \"numpyro\",\n", " \"idata_kwargs\": {\"log_likelihood\": True},\n", " }\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The model structure is quite a bit more complicated now than the simpler multinomial logit as we need to calculate the marginal and conditional probabilities within each of the nests seperately and then \"bubble up\" the probabilies as a product over the branching nests. These probabilities are deterministic functions of the summed utilities and are then fed into our categorical likelihood to calibrate our parameters against the observed data. 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the model implications is in a standard Bayesian model. " ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/diagnostics.py:596: RuntimeWarning: invalid value encountered in scalar divide\n", " (between_chain_variance / within_chain_variance + num_samples - 1) / (num_samples)\n", "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/diagnostics.py:991: RuntimeWarning: invalid value encountered in scalar divide\n", " varsd = varvar / evar / 4\n", "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/diagnostics.py:596: RuntimeWarning: invalid value encountered in scalar divide\n", " (between_chain_variance / within_chain_variance + num_samples - 1) / (num_samples)\n", "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/diagnostics.py:991: RuntimeWarning: invalid value encountered in scalar divide\n", " varsd = varvar / evar / 4\n" ] }, { "data": { "text/html": [ "
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meansdhdi_3%hdi_97%mcse_meanmcse_sdess_bulkess_tailr_hat
betas[ic]-0.0010.001-0.002-0.0000.0000.0003432.03044.01.00
betas[oc]-0.0060.001-0.008-0.0030.0000.0001158.01530.01.00
alphas[gc]2.2242.091-0.3866.3490.0810.058720.01322.01.00
alphas[ec]2.1722.077-0.4616.3090.0780.058819.01279.01.01
alphas[gr]0.1210.133-0.1240.3890.0040.0031417.01351.01.00
alphas[er]1.4260.3440.8262.1040.0100.0061235.02297.01.00
alphas[hp]0.0000.0000.0000.0000.000NaN4000.04000.0NaN
betas_fixed[gc, income]-1.8792.873-7.8581.3170.0980.109754.01100.01.00
betas_fixed[gc, rooms]-1.1922.369-5.7041.9060.0670.1061365.01753.01.00
betas_fixed[ec, income]-1.8192.835-7.8841.2530.0950.104800.01072.01.00
betas_fixed[ec, rooms]-1.1662.344-5.6672.0290.0670.1071392.01670.01.00
betas_fixed[gr, income]-0.1130.167-0.4310.1020.0050.0071069.01693.01.00
betas_fixed[gr, rooms]-0.0600.134-0.3720.1160.0030.0041892.02189.01.00
betas_fixed[er, income]-1.0491.095-3.2470.7280.0350.026965.01110.01.00
betas_fixed[er, rooms]-0.6391.008-2.7181.0320.0260.0231568.01780.01.00
betas_fixed[hp, income]0.0000.000-0.0000.0000.000NaN4000.04000.0NaN
betas_fixed[hp, rooms]0.0000.000-0.000-0.0000.000NaN4000.04000.0NaN
lambdas_nests[central]0.8150.1010.6310.9870.0030.002938.01600.01.00
lambdas_nests[room]0.6150.1020.4300.7970.0030.0021036.01811.01.00
\n", "
" ], "text/plain": [ " mean sd hdi_3% hdi_97% mcse_mean mcse_sd \\\n", "betas[ic] -0.001 0.001 -0.002 -0.000 0.000 0.000 \n", "betas[oc] -0.006 0.001 -0.008 -0.003 0.000 0.000 \n", "alphas[gc] 2.224 2.091 -0.386 6.349 0.081 0.058 \n", "alphas[ec] 2.172 2.077 -0.461 6.309 0.078 0.058 \n", "alphas[gr] 0.121 0.133 -0.124 0.389 0.004 0.003 \n", "alphas[er] 1.426 0.344 0.826 2.104 0.010 0.006 \n", "alphas[hp] 0.000 0.000 0.000 0.000 0.000 NaN \n", "betas_fixed[gc, income] -1.879 2.873 -7.858 1.317 0.098 0.109 \n", "betas_fixed[gc, rooms] -1.192 2.369 -5.704 1.906 0.067 0.106 \n", "betas_fixed[ec, income] -1.819 2.835 -7.884 1.253 0.095 0.104 \n", "betas_fixed[ec, rooms] -1.166 2.344 -5.667 2.029 0.067 0.107 \n", "betas_fixed[gr, income] -0.113 0.167 -0.431 0.102 0.005 0.007 \n", "betas_fixed[gr, rooms] -0.060 0.134 -0.372 0.116 0.003 0.004 \n", "betas_fixed[er, income] -1.049 1.095 -3.247 0.728 0.035 0.026 \n", "betas_fixed[er, rooms] -0.639 1.008 -2.718 1.032 0.026 0.023 \n", "betas_fixed[hp, income] 0.000 0.000 -0.000 0.000 0.000 NaN \n", "betas_fixed[hp, rooms] 0.000 0.000 -0.000 -0.000 0.000 NaN \n", "lambdas_nests[central] 0.815 0.101 0.631 0.987 0.003 0.002 \n", "lambdas_nests[room] 0.615 0.102 0.430 0.797 0.003 0.002 \n", "\n", " ess_bulk ess_tail r_hat \n", "betas[ic] 3432.0 3044.0 1.00 \n", "betas[oc] 1158.0 1530.0 1.00 \n", "alphas[gc] 720.0 1322.0 1.00 \n", "alphas[ec] 819.0 1279.0 1.01 \n", "alphas[gr] 1417.0 1351.0 1.00 \n", "alphas[er] 1235.0 2297.0 1.00 \n", "alphas[hp] 4000.0 4000.0 NaN \n", "betas_fixed[gc, income] 754.0 1100.0 1.00 \n", "betas_fixed[gc, rooms] 1365.0 1753.0 1.00 \n", "betas_fixed[ec, income] 800.0 1072.0 1.00 \n", "betas_fixed[ec, rooms] 1392.0 1670.0 1.00 \n", "betas_fixed[gr, income] 1069.0 1693.0 1.00 \n", "betas_fixed[gr, rooms] 1892.0 2189.0 1.00 \n", "betas_fixed[er, income] 965.0 1110.0 1.00 \n", "betas_fixed[er, rooms] 1568.0 1780.0 1.00 \n", "betas_fixed[hp, income] 4000.0 4000.0 NaN \n", "betas_fixed[hp, rooms] 4000.0 4000.0 NaN \n", "lambdas_nests[central] 938.0 1600.0 1.00 \n", "lambdas_nests[room] 1036.0 1811.0 1.00 " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "az.summary(nstL_1.idata, var_names=[\"betas\", \"alphas\", \"betas_fixed\", \"lambdas_nests\"])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here we see additionally lambda parameters for each of the nests. These terms measure how strongly correlated the unobserved utility components are for alternatives within the same nest. Closer to 0 indicates a high correlation, substitution happens mostly within the nest. Whereas a value closer to 1 implies lower within nest correlation suggesting IIA approximately holds within the nest. The options available for structuring a market can be quite extensive. As we might have \"nests within nests\" where the conditional probabilities flow through successive choices within segments of the market." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Two Layer Nesting\n", "\n", "In this PyMC marketing implementation we allow for the specification of a two-layer nesting representing succesive choices over a root nest and then nests within the child nests. \n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "utility_formulas = [\n", " \"gc ~ ic_gc + oc_gc \",\n", " \"ec ~ ic_ec + oc_ec \",\n", " \"gr ~ ic_gr + oc_gr \",\n", " \"er ~ ic_er + oc_er \",\n", " \"hp ~ ic_hp + oc_hp \",\n", "]\n", "\n", "\n", "nesting_structure = {\"central\": [\"gc\", \"ec\"], \"room\": {\"hp\": [\"hp\"], \"r\": [\"gr\", \"er\"]}}\n", "\n", "nstL_2 = NestedLogit(\n", " df,\n", " utility_formulas,\n", " \"depvar\",\n", " covariates=[\"ic\", \"oc\"],\n", " nesting_structure=nesting_structure,\n", " model_config={\n", " \"alphas_\": Prior(\"Normal\", mu=0, sigma=1, dims=\"alts\"),\n", " \"betas\": Prior(\"Normal\", mu=0, sigma=1, dims=\"alt_covariates\"),\n", " \"betas_fixed_\": Prior(\"Normal\", mu=0, sigma=1, dims=\"fixed_covariates\"),\n", " \"lambdas_nests\": Prior(\"Beta\", alpha=2, beta=2, dims=\"nests\"),\n", " },\n", ")\n", "nstL_2" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Sampling: [alphas_, betas, lambdas_nests, likelihood]\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "4f2853c1ff9349faaad54e54d40e75a3", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/3000 [00:00\n" ], "text/plain": [] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "nstL_2.sample(\n", " fit_kwargs={\n", " # \"nuts_sampler_kwargs\": {\"chain_method\": \"vectorized\"},\n", " \"tune\": 2000,\n", " \"target_accept\": 0.95,\n", " \"nuts_sampler\": \"numpyro\",\n", " \"idata_kwargs\": {\"log_likelihood\": True},\n", " }\n", ")" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/density_utils.py:488: UserWarning: Your data appears to have a single value or no finite values\n", " warnings.warn(\"Your data appears to have a single value or no finite values\")\n", "/var/folders/__/ng_3_9pn1f11ftyml_qr69vh0000gn/T/ipykernel_60237/28403481.py:2: UserWarning: The figure layout has changed to tight\n", " plt.tight_layout()\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "az.plot_trace(nstL_2.idata, var_names=[\"alphas\", \"betas\"])\n", "plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/diagnostics.py:596: RuntimeWarning: invalid value encountered in scalar divide\n", " (between_chain_variance / within_chain_variance + num_samples - 1) / (num_samples)\n", "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/diagnostics.py:991: RuntimeWarning: invalid value encountered in scalar divide\n", " varsd = varvar / evar / 4\n" ] }, { "data": { "text/html": [ "
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meansdhdi_3%hdi_97%mcse_meanmcse_sdess_bulkess_tailr_hat
betas[ic]-0.0020.001-0.004-0.0010.0000.0003940.02816.01.0
betas[oc]-0.0060.001-0.009-0.0030.0000.0003871.02900.01.0
alphas[gc]-0.1540.724-1.5081.1990.0160.0122176.02402.01.0
alphas[ec]0.1100.735-1.2591.4970.0160.0122097.02306.01.0
alphas[gr]-0.6710.752-2.0230.8150.0160.0132335.02327.01.0
alphas[er]0.6780.754-0.7152.0780.0150.0152486.02355.01.0
alphas[hp]0.0000.0000.0000.0000.000NaN4000.04000.0NaN
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" ], "text/plain": [ " mean sd hdi_3% hdi_97% mcse_mean mcse_sd ess_bulk \\\n", "betas[ic] -0.002 0.001 -0.004 -0.001 0.000 0.000 3940.0 \n", "betas[oc] -0.006 0.001 -0.009 -0.003 0.000 0.000 3871.0 \n", "alphas[gc] -0.154 0.724 -1.508 1.199 0.016 0.012 2176.0 \n", "alphas[ec] 0.110 0.735 -1.259 1.497 0.016 0.012 2097.0 \n", "alphas[gr] -0.671 0.752 -2.023 0.815 0.016 0.013 2335.0 \n", "alphas[er] 0.678 0.754 -0.715 2.078 0.015 0.015 2486.0 \n", "alphas[hp] 0.000 0.000 0.000 0.000 0.000 NaN 4000.0 \n", "\n", " ess_tail r_hat \n", "betas[ic] 2816.0 1.0 \n", "betas[oc] 2900.0 1.0 \n", "alphas[gc] 2402.0 1.0 \n", "alphas[ec] 2306.0 1.0 \n", "alphas[gr] 2327.0 1.0 \n", "alphas[er] 2355.0 1.0 \n", "alphas[hp] 4000.0 NaN " ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "az.summary(nstL_2.idata, var_names=[\"betas\", \"alphas\"])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Again the parameter estimates seem to be recovered sensibly on the beta coefficients, but the question remains as to whether this additional nesting structure will help support plausible counterfactual reasoning. Note how the model struggles to identify the the intercept terms and places weight on " ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(1, 3, figsize=(20, 6))\n", "axs = axs.flatten()\n", "az.plot_ppc(nstL_1.idata, ax=axs[0])\n", "axs[0].set_title(\"Single Level Nesting Model\")\n", "az.plot_forest(\n", " [nstL_1.idata, nstL_2.idata],\n", " var_names=[\"betas\"],\n", " combined=True,\n", " ax=axs[1],\n", " model_names=[\"Nested Single Level\", \"Nested 2 Level\"],\n", ")\n", "axs[2].set_title(\"Two Level Nesting Model\")\n", "az.plot_ppc(nstL_2.idata, ax=axs[2]);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Both models seem to recover posterior predictive distributions well, but vary slightly in the estimate parameters. Let's check the counterfactual inferences." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Making Interventions in Structured Markets\n", "\n" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Sampling: [likelihood]\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "6fa27868d5b34910a2438230501b6a72", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Output()" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Sampling: [likelihood]\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "bb638ba88abb4801b496fabe75326786",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "new_policy_df = df.copy()\n",
    "new_policy_df[[\"ic_ec\", \"ic_er\"]] = new_policy_df[[\"ic_ec\", \"ic_er\"]] * 1.5\n",
    "\n",
    "idata_new_policy_1 = nstL_1.apply_intervention(new_choice_df=new_policy_df)\n",
    "idata_new_policy_2 = nstL_2.apply_intervention(new_choice_df=new_policy_df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we can see that both nesting structures recover non-proportional patterns of product substitution. We have elided the IIA feature of the multinomial logit and can continue to assess whether or not the behaviour implications of these utility theory makes sense. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "
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policy_sharenew_policy_sharerelative_change
product
gc0.6344090.6596350.039763
ec0.0720400.043547-0.395510
gr0.1491100.1823060.222624
er0.0906610.048501-0.465027
hp0.0537790.0660100.227423
\n", "
" ], "text/plain": [ " policy_share new_policy_share relative_change\n", "product \n", "gc 0.634409 0.659635 0.039763\n", "ec 0.072040 0.043547 -0.395510\n", "gr 0.149110 0.182306 0.222624\n", "er 0.090661 0.048501 -0.465027\n", "hp 0.053779 0.066010 0.227423" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "change_df_1 = nstL_1.calculate_share_change(nstL_1.idata, nstL_1.intervention_idata)\n", "change_df_1" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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policy_sharenew_policy_sharerelative_change
product
gc0.6350150.6767900.065786
ec0.0726170.023594-0.675095
gr0.1485040.2095120.410820
er0.0875500.031772-0.637102
hp0.0563140.0583320.035838
\n", "
" ], "text/plain": [ " policy_share new_policy_share relative_change\n", "product \n", "gc 0.635015 0.676790 0.065786\n", "ec 0.072617 0.023594 -0.675095\n", "gr 0.148504 0.209512 0.410820\n", "er 0.087550 0.031772 -0.637102\n", "hp 0.056314 0.058332 0.035838" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "change_df_2 = nstL_2.calculate_share_change(nstL_2.idata, nstL_2.intervention_idata)\n", "change_df_2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Visualising the Substitution Patterns" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = nstL_1.plot_change(change_df=change_df_1, figsize=(10, 6))" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = nstL_2.plot_change(change_df=change_df_2, figsize=(10, 6))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### A Different Market\n", "\n", "Let's now briefly look at a different market that highlights a limitation of the nested logit model. \n" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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personIddisp_sunshinedisp_keeblerdisp_nabiscodisp_privatefeat_sunshinefeat_keeblerfeat_nabiscofeat_privateprice_sunshineprice_keeblerprice_nabiscoprice_privatechoicelastChoicepersonChoiceIdchoiceIdkeebler_last_chosennabisco_last_chosensunshine_last_chosen
01000000000.991.090.990.71nabisconabisco11010
11100000000.491.091.090.78sunshinenabisco22010
21000000001.031.090.890.78nabiscosunshine33001
31000000001.091.091.190.64nabisconabisco44010
41000000000.891.091.190.84nabisconabisco55010
...............................................................
3151136000000001.091.190.990.55privateprivate93152000
3152136000100000.781.351.040.65privateprivate103153000
3153136000000001.091.171.290.59privateprivate113154000
3154136000000001.091.221.290.59privateprivate123155000
3155136000000001.291.041.230.59privateprivate133156000
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3156 rows × 20 columns

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" ], "text/plain": [ " personId disp_sunshine disp_keebler disp_nabisco disp_private \\\n", "0 1 0 0 0 0 \n", "1 1 1 0 0 0 \n", "2 1 0 0 0 0 \n", "3 1 0 0 0 0 \n", "4 1 0 0 0 0 \n", "... ... ... ... ... ... \n", "3151 136 0 0 0 0 \n", "3152 136 0 0 0 1 \n", "3153 136 0 0 0 0 \n", "3154 136 0 0 0 0 \n", "3155 136 0 0 0 0 \n", "\n", " feat_sunshine feat_keebler feat_nabisco feat_private price_sunshine \\\n", "0 0 0 0 0 0.99 \n", "1 0 0 0 0 0.49 \n", "2 0 0 0 0 1.03 \n", "3 0 0 0 0 1.09 \n", "4 0 0 0 0 0.89 \n", "... ... ... ... ... ... \n", "3151 0 0 0 0 1.09 \n", "3152 0 0 0 0 0.78 \n", "3153 0 0 0 0 1.09 \n", "3154 0 0 0 0 1.09 \n", "3155 0 0 0 0 1.29 \n", "\n", " price_keebler price_nabisco price_private choice lastChoice \\\n", "0 1.09 0.99 0.71 nabisco nabisco \n", "1 1.09 1.09 0.78 sunshine nabisco \n", "2 1.09 0.89 0.78 nabisco sunshine \n", "3 1.09 1.19 0.64 nabisco nabisco \n", "4 1.09 1.19 0.84 nabisco nabisco \n", "... ... ... ... ... ... \n", "3151 1.19 0.99 0.55 private private \n", "3152 1.35 1.04 0.65 private private \n", "3153 1.17 1.29 0.59 private private \n", "3154 1.22 1.29 0.59 private private \n", "3155 1.04 1.23 0.59 private private \n", "\n", " personChoiceId choiceId keebler_last_chosen nabisco_last_chosen \\\n", "0 1 1 0 1 \n", "1 2 2 0 1 \n", "2 3 3 0 0 \n", "3 4 4 0 1 \n", "4 5 5 0 1 \n", "... ... ... ... ... \n", "3151 9 3152 0 0 \n", "3152 10 3153 0 0 \n", "3153 11 3154 0 0 \n", "3154 12 3155 0 0 \n", "3155 13 3156 0 0 \n", "\n", " sunshine_last_chosen \n", "0 0 \n", "1 0 \n", "2 1 \n", "3 0 \n", "4 0 \n", "... ... \n", "3151 0 \n", "3152 0 \n", "3153 0 \n", "3154 0 \n", "3155 0 \n", "\n", "[3156 rows x 20 columns]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_path = data_dir / \"choice_crackers.csv\"\n", "df_new = pd.read_csv(data_path)\n", "last_chosen = pd.get_dummies(df_new[\"lastChoice\"]).drop(\"private\", axis=1).astype(int)\n", "last_chosen.columns = [col + \"_last_chosen\" for col in last_chosen.columns]\n", "df_new[last_chosen.columns] = last_chosen\n", "df_new" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "utility_formulas = [\n", " \"sunshine ~ disp_sunshine + feat_sunshine + price_sunshine \",\n", " \"keebler ~ disp_keebler + feat_keebler + price_keebler \",\n", " \"nabisco ~ disp_nabisco + feat_nabisco + price_nabisco \",\n", " \"private ~ disp_private + feat_private + price_private \",\n", "]\n", "\n", "\n", "nesting_structure = {\n", " \"private\": [\"private\"],\n", " \"brand\": [\"keebler\", \"sunshine\", \"nabisco\"],\n", "}\n", "\n", "\n", "nstL_3 = NestedLogit(\n", " choice_df=df_new,\n", " utility_equations=utility_formulas,\n", " depvar=\"choice\",\n", " covariates=[\"disp\", \"feat\", \"price\"],\n", " nesting_structure=nesting_structure,\n", " model_config={\n", " \"alphas_\": Prior(\"Normal\", mu=0, sigma=5, dims=\"alts\"),\n", " \"betas\": Prior(\"Normal\", mu=0, sigma=1, dims=\"alt_covariates\"),\n", " \"betas_fixed_\": Prior(\"Normal\", mu=0, sigma=1, dims=\"fixed_covariates\"),\n", " \"lambdas_nests\": Prior(\"Beta\", alpha=1, beta=1, dims=\"nests\"),\n", " },\n", ")\n", "nstL_3" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Sampling: [alphas_, betas, lambdas_nests, likelihood]\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "27686684dc954503bce1ff465d133e4c", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/2000 [00:00\n" ], "text/plain": [] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "nstL_3.sample(\n", " fit_kwargs={\n", " \"tune\": 2000,\n", " \"target_accept\": 0.97,\n", " \"nuts_sampler\": \"numpyro\",\n", " \"idata_kwargs\": {\"log_likelihood\": True},\n", " }\n", ")" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/diagnostics.py:596: RuntimeWarning: invalid value encountered in scalar divide\n", " (between_chain_variance / within_chain_variance + num_samples - 1) / (num_samples)\n", "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/diagnostics.py:991: RuntimeWarning: invalid value encountered in scalar divide\n", " varsd = varvar / evar / 4\n" ] }, { "data": { "text/html": [ "
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meansdhdi_3%hdi_97%mcse_meanmcse_sdess_bulkess_tailr_hat
alphas[sunshine]-0.6002.891-6.1204.8270.0800.0541325.01730.01.01
alphas[keebler]-0.2132.886-5.5365.3830.0790.0541350.01732.01.01
alphas[nabisco]0.7772.892-4.8046.1190.0780.0541392.01704.01.01
alphas[private]0.0000.0000.0000.0000.000NaN4000.04000.0NaN
betas[disp]0.0140.049-0.0720.1120.0010.0012315.01693.01.00
betas[feat]0.1150.087-0.0380.2830.0020.0021852.01479.01.00
betas[price]-2.3170.665-3.541-1.0790.0230.013809.01311.01.00
\n", "
" ], "text/plain": [ " mean sd hdi_3% hdi_97% mcse_mean mcse_sd ess_bulk \\\n", "alphas[sunshine] -0.600 2.891 -6.120 4.827 0.080 0.054 1325.0 \n", "alphas[keebler] -0.213 2.886 -5.536 5.383 0.079 0.054 1350.0 \n", "alphas[nabisco] 0.777 2.892 -4.804 6.119 0.078 0.054 1392.0 \n", "alphas[private] 0.000 0.000 0.000 0.000 0.000 NaN 4000.0 \n", "betas[disp] 0.014 0.049 -0.072 0.112 0.001 0.001 2315.0 \n", "betas[feat] 0.115 0.087 -0.038 0.283 0.002 0.002 1852.0 \n", "betas[price] -2.317 0.665 -3.541 -1.079 0.023 0.013 809.0 \n", "\n", " ess_tail r_hat \n", "alphas[sunshine] 1730.0 1.01 \n", "alphas[keebler] 1732.0 1.01 \n", "alphas[nabisco] 1704.0 1.01 \n", "alphas[private] 4000.0 NaN \n", "betas[disp] 1693.0 1.00 \n", "betas[feat] 1479.0 1.00 \n", "betas[price] 1311.0 1.00 " ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "az.summary(\n", " nstL_3.idata,\n", " var_names=[\"alphas\", \"betas\"],\n", ")" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/nathanielforde/mambaforge/envs/pymc-marketing-dev/lib/python3.10/site-packages/arviz/stats/diagnostics.py:596: RuntimeWarning: invalid value encountered in scalar divide\n", " (between_chain_variance / within_chain_variance + num_samples - 1) / (num_samples)\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ax = az.plot_forest(\n", " nstL_3.idata,\n", " var_names=[\"alphas\", \"betas\"],\n", " combined=True,\n", " r_hat=True,\n", ")\n", "ax[0].axvline(0, color=\"k\", linestyle=\"--\")\n", "ax[0].set_title(\"Parameter Estimates from the Nested Logit Model\");" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This model suggests plausibly that price increases have a strongly negative effect of the purchase probability of crackers. However, we should note that we're ignoring information when we use the nested logit in this context. The data set records multiple purchasing decisions for each individual and by failing to model this fact we lose insight into individual heterogeneity in their responses to price shifts. To gain more insight into this aspect of the purchasing decisions of individuals we might augment our model with hierarchical components or switch to alternative Mixed logit model. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Choosing a Market Structure\n", "\n", "Causal inference is hard and predicting the counterfactual actions of agents in a competitive market is very hard. There is no guarantee that a nested logit model will accurately represent the choice of any particular agent, but you can be hopeful that it highlights expected patterns of choice when the nesting structure reflects the natural segmentation of a market. Nests should group alternatives that share unobserved similarities, ideally driven by a transparent theory of the market structure. Well-specified nests should show stronger substitution within nests than across nests, and you can inspect the substitution patterns as above. Ideally you can always try and hold out some test data to evaluate the implications of your fitted model. Discrete choice models are causal inference models and their structural specification should support generalisable inference across future and counterfactual situations. " ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Last updated: Fri Jun 20 2025\n", "\n", "Python implementation: CPython\n", "Python version : 3.10.17\n", "IPython version : 8.35.0\n", "\n", "pytensor: 2.31.3\n", "\n", "matplotlib : 3.10.1\n", "pandas : 2.2.3\n", "arviz : 0.21.0\n", "pymc_marketing: 0.14.0\n", "\n", "Watermark: 2.5.0\n", "\n" ] } ], "source": [ "%load_ext watermark\n", "%watermark -n -u -v -iv -w -p pytensor" ] } ], "metadata": { "kernelspec": { "display_name": "pymc-marketing-dev", "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": "3.10.17" } }, "nbformat": 4, "nbformat_minor": 2 }