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Using Stratified Sampling to Improve LIME Image Explanations

AAAI 2024 · Probabilistic and scientific modeling › Variational and generative sampling · approach: Sequential Monte Carlo for inference · 7 citations (OpenAlex)

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Proposes stratified sampling with adjustment factors for LIME Image's synthetic neighborhood, motivated by undersampling of the dependent variable and links to Shapley sampling theory.

Problem

LIME Image's Monte Carlo (Bernoulli 0.5) sampling of superpixel masks undersamples masks with few or many preserved superpixels, so the dependent variable distribution is flattened and the linear surrogate's coefficients become near-uniform and uninformative for images with many superpixels.

Approach

Replace the fixed Bernoulli(0.5) mask sampling with stratified sampling where each mask's Bernoulli parameter q is drawn uniformly, so all k+1 mask-count strata are equally represented, and correct the resulting bias with a per-stratum adjustment factor (k+1)·C(k,i)/2^k multiplied into LIME's kernel weights.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use stratified sampling with adjustment factors instead of Monte Carlo samplingLIME Image · ImageNet Object Localization dataset, 150 imagesRCHelped
Use stratified sampling with adjustment factors instead of Monte Carlo samplingLIME Image · ImageNet Object Localization dataset, 150 imagesCV of feature attributionsHelped
Use stratified sampling with adjustment factors instead of Monte Carlo samplingLIME Image · ImageNet Object Localization dataset, 150 imagesR²Helped
Use stratified sampling with adjustment factors instead of Monte Carlo samplingLIME Image · Images with sufficient sampled distributionexplanation consistencyNo clear effect

Experimental setup

Datasets: ImageNet Object Localization dataset

Benchmarks: ImageNet Object Localization dataset

Metrics: coefficient of variation of beta (CV) range coverage of Y (RC) R^2

Baselines: LIME Image with Monte Carlo sampling

Builds on: LIME Shapley value quick shift

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