aiqbench analysis
This cs.LG paper proposes a continuous diffusion model for generating mixed numerical and categorical tabular data, with a cross-entropy loss for categorical variables that the authors justify theoretically. It also introduces metrics aimed at rare subpopulations, where conditional generation is typically weakest, and demonstrates the model on labor data. Readers interested in synthetic tabular data or diffusion methods may find the code and rare-subgroup evaluation useful, though the claims rest on a single domain and would need broader benchmarking.
DiffLTM: Continuous Diffusions Large Tabular Models for Conditional Generation
arXiv:2610.30472v1 Announce Type: new Abstract: Conditional generation is a key capability to be supported by Large Tabular Models, enabling a number of applications. Accurate conditional generation has to contend with two key challenges: $(i)$ Data comprise a mixture of numerical and categorical entries, the latter often with high cardinality and heavily unbalanced proportions; $(ii)$ Conditional generation becomes increasingly difficult for rare sub-populations. The best models in this class use a hybrid of continuous and discrete diffusions. In this paper, we design a continuous diffusion model with strong generation quality. An important element is the use of cross-entropy loss for categoricals, for which we provide a first theoretical justification. We introduce metrics that focus on rare subpopulations. Further, we generalize conditional generation techniques to enable new types of conditioning. Finally, we show that our model (trained on labor data) can capture classical insights from econometrics. Code is available at https://github.com/granica-ai/DiffLTM
Abstract:Conditional generation is a key capability to be supported by Large Tabular Models, enabling a number of applications. Accurate conditional generation has to contend with two key challenges: $(i)$ Data comprise a mixture of numerical and categorical entries, the latter often with high cardinality and heavily unbalanced proportions; $(ii)$ Conditional generation becomes increasingly difficult for rare sub-populations. The best models in this class use a hybrid of continuous and discrete diffusions. In this paper, we design a continuous diffusion model with strong generation quality. An important element is the use of cross-entropy loss for categoricals, for which we provide a first theoretical justification. We introduce metrics that focus on rare subpopulations. Further, we generalize conditional generation techniques to enable new types of conditioning. Finally, we show that our model (trained on labor data) can capture classical insights from econometrics. Code is available at this https URL
Machine Learning (cs.LG)
arXiv:2610.30472 [cs.LG]
(or arXiv:2610.30472v1 [cs.LG] for this version)
https://doi.org/10.48550/arXiv.2610.30472 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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Full text under the publisher's open licence · 240 words
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