When Tabular Foundation Models Meet Strategic Tabular Data: A Prior Alignment Approach
About
Tabular foundation models based on pretrained prior-data fitted networks~(PFNs) have shown strong generalization on diverse tabular tasks, but they are typically designed for \emph{non-strategic} settings where data distributions are independent of deployed classifiers. In many real-world decision scenarios, however, individuals may strategically modify their features after deployment to obtain favorable outcomes, inducing a post-deployment distribution shift. This paper studies whether PFN-style tabular foundation models can generalize to such \emph{strategic} tabular data. We show that strategic manipulation creates a mismatch between the non-strategic prior learned during pretraining and the post-manipulation strategic prior, which leads to systematic prediction bias. To address this issue, we propose \textbf{Strategic Prior-data Fitted Network}~\textit{(SPN)}, an inference-time strategy-aware framework that adapts tabular foundation models to strategic environments without retraining. SPN constructs strategic in-context examples to approximate post-manipulation inputs and aligns PFN predictions with the induced strategic distribution. Experiments on real-world and synthetic tabular datasets show that SPN consistently improves robustness and predictive performance under strategic manipulation compared with both tabular foundation models and classical tabular methods.
Related benchmarks
| Task | Dataset | Result | Rank | |
|---|---|---|---|---|
| Classification | Adult | Accuracy89.9 | 86 | |
| Classification | Diabetes | Accuracy82.74 | 80 | |
| Classification | Credit | -- | 63 | |
| Classification | German | Accuracy77.9 | 58 | |
| Classification | blood | ROC-AUC0.7782 | 47 | |
| Tabular Classification | Heart | Mean AUC-ROC92.57 | 31 | |
| Classification | Synthetic | Accuracy90.3 | 31 | |
| Classification | Census KDD | Accuracy86.9 | 26 | |
| Tabular Classification | Diabetes US | Mean AUC-ROC83.15 | 7 | |
| Tabular Classification | Bank | Mean AUC-ROC91.65 | 7 |