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Research#Machine Learning📝 BlogAnalyzed: Jan 3, 2026 06:58

Is 399 rows × 24 features too small for a medical classification model?

Published:Jan 3, 2026 05:13
1 min read
r/learnmachinelearning

Analysis

The article discusses the suitability of a small tabular dataset (399 samples, 24 features) for a binary classification task in a medical context. The author is seeking advice on whether this dataset size is reasonable for classical machine learning and if data augmentation is beneficial in such scenarios. The author's approach of using median imputation, missingness indicators, and focusing on validation and leakage prevention is sound given the dataset's limitations. The core question revolves around the feasibility of achieving good performance with such a small dataset and the potential benefits of data augmentation for tabular data.
Reference

The author is working on a disease prediction model with a small tabular dataset and is questioning the feasibility of using classical ML techniques.

Analysis

This paper provides a comprehensive review of diffusion-based Simulation-Based Inference (SBI), a method for inferring parameters in complex simulation problems where likelihood functions are intractable. It highlights the advantages of diffusion models in addressing limitations of other SBI techniques like normalizing flows, particularly in handling non-ideal data scenarios common in scientific applications. The review's focus on robustness, addressing issues like misspecification, unstructured data, and missingness, makes it valuable for researchers working with real-world scientific data. The paper's emphasis on foundations, practical applications, and open problems, especially in the context of uncertainty quantification for geophysical models, positions it as a significant contribution to the field.
Reference

Diffusion models offer a flexible framework for SBI tasks, addressing pain points of normalizing flows and offering robustness in non-ideal data conditions.

Analysis

This research paper explores a novel approach to conformal prediction, specifically addressing the challenges posed by missing data. The core contribution lies in the development of a weighted conformal prediction method that adapts to various missing data mechanisms, ensuring valid and adaptive coverage. The paper likely delves into the theoretical underpinnings of the proposed method, providing mathematical proofs and empirical evaluations to demonstrate its effectiveness. The focus on mask-conditional coverage suggests the method is designed to handle scenarios where the missingness of data is itself informative.
Reference

The paper likely presents a novel method for conformal prediction, focusing on handling missing data and ensuring valid coverage.