Papers

Published Papers

  • A Decision-Theoretic View of Test-Time Training: When, How Far, and Which Directions to Adapt

    Tomoya Wakayama

    Proceedings of the 43rd International Conference on Machine Learning (ICML 2026), 2026

    A decision-theoretic analysis of test-time training, including adaptation distance and direction selection.

  • In-Context Learning Is Provably Bayesian Inference: A Generalization Theory for Meta-Learning

    Tomoya Wakayama, Taiji Suzuki

    Proceedings of the 43rd International Conference on Machine Learning (ICML 2026), 2026

    A generalization theory showing when in-context learning implements Bayesian inference in meta-learning.

  • Ensemble Prediction via Covariate-dependent Stacking

    Tomoya Wakayama, Shonosuke Sugasawa

    Statistics and Computing, 2025

    A covariate-dependent stacking framework for ensemble prediction with oracle-type theoretical guarantees.

  • Similarity-based Random Partition Distribution for Clustering Functional Data

    Tomoya Wakayama, Shonosuke Sugasawa, Genya Kobayashi

    Journal of the Royal Statistical Society, Series C, 2025

    A nonparametric Bayesian clustering method for functional data that incorporates similarity information.

  • Reconciling Functional Data Regression with Excess Bases

    Tomoya Wakayama, Hidetoshi Matsui

    Behaviormetrika, 2025

    A study of overparameterization and double-descent phenomena in functional data regression with basis expansions.

  • Clustered Factor Analysis for Multivariate Spatial Data

    Yanxiu Jin, Tomoya Wakayama, Renhe Jiang, Shonosuke Sugasawa

    Spatial Statistics, 2025

    A clustered factor analysis method for heterogeneous multivariate spatial data.

  • Spatiotemporal Factor Models for Functional Data with Application to Population Map Forecast

    Tomoya Wakayama, Shonosuke Sugasawa

    Spatial Statistics, 2024

    A Bayesian spatio-temporal factor model for functional data with an application to population flow forecasting.

  • Functional Horseshoe Smoothing for Functional Trend Estimation

    Tomoya Wakayama, Shonosuke Sugasawa

    Statistica Sinica, 2024

    A shrinkage-prior approach to locally adaptive smoothing and trend estimation for functional time series.

  • Fast Convergence on Perfect Classification for Functional Data

    Tomoya Wakayama, Masaaki Imaizumi

    Statistica Sinica, 2024

    A theoretical analysis of perfect classification and exponential convergence for functional data classifiers.

  • Trend Filtering for Functional Data

    Tomoya Wakayama, Shonosuke Sugasawa

    Stat, 2023

    A trend filtering method for functional data based on ADMM, fused lasso, grouped lasso, and basis expansion.

Preprints

  • The Geometry of Statistical Feature Learning in Mean-Field Langevin Dynamics

    Zong Shang, Tomoya Wakayama, Guillaume Lecué, Taiji Suzuki

    Preprint, 2026

    A geometric formulation of statistical feature learning for supervised regression through mean-field Langevin dynamics.

  • On Misspecified Error Distributions in Bayesian Functional Clustering: Consequences and Remedies

    Fumiya Iwashige, Tomoya Wakayama, Shonosuke Sugasawa, Shintaro Hashimoto

    Preprint, 2025

    A study of error misspecification in Bayesian functional clustering and remedies based on Gaussian process error modeling.

  • Process-based Inference for Spatial Energetics Using Bayesian Predictive Stacking

    Tomoya Wakayama, Sudipto Banerjee

    Preprint, 2024

    Bayesian predictive stacking for process-based inference in spatial energetics and mobile health data.

  • Bayesian Inference for Consistent Predictions in Overparameterized Nonlinear Regression

    Tomoya Wakayama

    Preprint, 2024

    Bayesian adaptive priors for consistent prediction and uncertainty quantification in overparameterized nonlinear regression.

  • Bayesian Analysis for Over-parameterized Linear Model without Sparsity

    Tomoya Wakayama, Masaaki Imaizumi

    Preprint, 2023

    A Bayesian theory for overparameterized linear models without sparsity, using spectral priors and posterior contraction analysis.