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Gradient-based Explanations for Deep Learning Survival Models
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Extends gradient-based attribution methods (Saliency, SmoothGrad, Gradient×Input, Integrated Gradients, GradSHAP) to deep survival networks with time-dependent explanations and proposes GradSHAP(t) as a faster gradient-based counterpart to SurvSHAP(t).
Problem
Deep learning survival models are black boxes, and existing survival-specific XAI methods (SurvLIME, SurvSHAP(t)) are model-agnostic and slow; gradient-based explanations have not been generalized to time-dependent survival outputs.
Approach
Applies gradient-based attribution at each discretized time point of survival-network outputs (survival, hazard, CHF), yielding time-dependent relevance curves, and introduces GradSHAP(t), which averages Integrated Gradients(t) over reference samples drawn from the data to approximate SHAP values over time.
Key results
- GradSHAP(t) achieves local accuracy comparable to SurvSHAP(t) while significantly reducing runtime, and outperforms SurvSHAP(t) in runtime across all feature set sizes and model classes.
- On the multi-modal glioma model (ResNet34 + DeepHit), C-index 0.713 and integrated Brier score 0.092 were achieved on 266 test samples.
- Global importance rankings of GradSHAP(t) and SurvSHAP(t) are nearly identical and match the data-generating process, while SurvLIME rankings are more uniform.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use GradSHAP(t) instead of SurvSHAP(t) | Survival neural networks · Simulated survival data | runtime | Helped |
| Use GradSHAP(t) instead of SurvSHAP(t) | Survival neural networks · Simulated survival data | local accuracy | No clear effect |
| Use GradSHAP(t) instead of SurvLIME | Survival neural networks · Simulated data with predefined feature importance | global feature ranking | Helped |
| Increase GradSHAP(t) integration samples (ablation) | GradSHAP(t) · Simulated survival data | local accuracy | Helped |
| Increase GradSHAP(t) integration samples (ablation) | GradSHAP(t) · Simulated survival data | runtime | Hurt |
| Model time-dependent feature effects with CoxTime or DeepHit rather than PH-constrained DeepSurv | Survival neural networks · Time-dependent simulation | capture of time-dependent effects | Helped |
Surprising findings
- Gradient×Input yields only positive attribution curves for a feature with negative global effect when the feature value is negative, showing misleading interpretations due to local linearity assumption at zero.
- DeepSurv cannot capture time-dependent effects due to PH constraint, which gradient-based explanations reveal.
Limitations
- Explanations reflect model behavior, not causal relationships.
- Restricted to standard right-censored survival; competing risks, multi-state and recurrent events not covered.
- Gradient×Input relies on a local linearity assumption at zero that is poor for nonlinear survival curves.
Experimental setup
Datasets: simulated Weibull/Cox survival data TCGA LGG and GBM whole-slide histology and clinical data (diffuse glioma)
Benchmarks: simulated survival data with known ground-truth effects TCGA diffuse glioma multi-modal dataset
Metrics: C-index integrated Brier score normalized standard deviation local accuracy runtime global feature ranking
Baselines: SurvSHAP(t) SurvLIME
Builds on: SurvSHAP(t) SurvLIME Integrated Gradients SmoothGrad DeepHit
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