Shintaro Hashimoto's website

Profile

Shintaro HASHIMOTO (橋本 真太郎)

Associate Professor

Department of Mathematics, Hiroshima University,
1-7-1, Kagamiyama, Higashi-Hiroshima, Hiroshima 739-8521, JAPAN
Email: s-hashimoto(at)hiroshima-u.ac.jp

I am a member of ISBA (International Society for Bayesian Analysis), MJS (Mathematical Society of Japan) and JSS (Japan Statsitical Society).

Research Interests

Education

Preprints

  1. Nishina, S., Onizuka, T. and Hashimoto, S. (2026). Global-local shrinkage priors for modeling random effects in multivariate spatial small area estimation. Submitted. R-code, arXiv.
  2. Iwashige, F., Wakayama, T., Sugasawa, S. and Hashimoto, S. (2025). On misspecified error distributions in Bayesian functional clustering: Consequences and remedies, arXiv.
  3. Iwashige, F. and Hashimoto, S. (2025). Bayesian mixture modeling using a mixture of finite mixtures with normalized inverse Gaussian weights. Submitted. R-code, arXiv.
  4. Hamura, Y., Onizuka, T., Hashimoto, S. and Sugasawa, S. (2025). Robust Bayesian inference for censored survival models. Submitted. R-code, arXiv.

Publications

  1. Onizuka, T. and Hashimoto, S. (2025). Robust Bayesian graphical modeling using γ-divergence. Journal of Multivariate Analysis. 209, 105461, R-code, arXiv, web.
  2. Hamura, Y., Onizuka, T., Hashimoto, S. and Sugasawa, S. (2024). Sparse Bayesian inference on gamma-distributed observations using shape-scale inverse-gamma mixtures. Bayesian Analysis, 19(1), 77-97. R-code, arXiv, web.
  3. Onizuka, T., Hashimoto, S. and Sugasawa, S. (2024). Locally adaptive spatial quantile smoothing: Application to monitoring crime density in Tokyo. Spatial Statistics, 59, 100793. R-code, arXiv, web.
  4. Onizuka, T., Iwashige, F. and Hashimoto, S. (2024). Bayesian boundary trend filtering. Computational Statistics and Data Analysis, 191, 107889. R-code, arXiv, web.
  5. Onizuka, T., Hashimoto, S. and Sugasawa, S. (2024). Fast and locally adaptive Bayesian quantile smoothing using calibrated variational approximations. Statistics and Computing, 34, article number: 15. R-code, arXiv, web.
  6. Kawakami, J. and Hashimoto, S. (2023). Approximate Gibbs sampler for Bayesian Huberized lasso. Journal of Statistical Computation and Simulation, 93(1), 128-162. arXiv, web.
  7. Hashimoto, S. (2021). Predictive probability matching priors for a certain non-regular model. Statistics and Probability Letters, 174, 109096. web.
  8. Hashimoto, S. (2021). Reference priors via α-divergence for a certain non-regular model in the presence of a nuisance parameter. Journal of Statistical Planning and Inference, 213, 162-178. web, Technical Report.
  9. Sugasawa, S. and Hashimoto, S. (2021). Robust Bayesian changepoint analysis in the presence of outliers. Proceedings of the 13th KES-IDT 2021 Conference (eds. Czarnowski, I., Howlett, R. J. & Jain, L. C.), Smart Innovation, Systems and Technologies, 469-478. web.
  10. Koike, K. and Hashimoto, S. (2021). Improvement of Bobrovsky-Mayor-Wolf-Zakai bound. Entropy, 23(2), 161. web
  11. Nakagawa, T. and Hashimoto, S. (2021). On default priors for robust Bayesian estimation with divergences. Entropy, 23(1), 29. arXiv, web.
  12. Hashimoto, S. and Sugasawa, S. (2020). Robust Bayesian regression with synthetic posterior distributions. Entropy, 22(6), 661. R-code, arXiv, web.
  13. Nakagawa, T. and Hashimoto, S. (2020). Robust Bayesian inference via γ-divergence, Communications in Statistics - Theory and Methods, 49(2), 343-360. web.
  14. Hashimoto, S. (2019). Moment matching priors for non-regular models, Journal of Statistical Planning and Inference, 203, 169-177. web, Technical Report.
  15. Hashimoto, S. (2017). Robust estimation for skew-normal distribution with location and scale parameters via log-regularly varying functions. International Journal of Statistics and Systems, 12(4), 813-822. web.
  16. Akahira, M., Hashimoto, S., Koike, K. and Ohyauchi, N. (2016). Second order asymptotic comparison of the MLE and MCLE for a two-sided truncated exponential family of distributions. Communications in Statistics - Theory and Methods, 45(19), 5637-5659. web.
  17. Hashimoto, S. and Koike, K. (2015). Bhattacharyya type information inequality for the Bayes risk. Communications in Statistics - Theory and Methods, 44(24), 5213-5524. web.

Grants

Ph.D Students


教育・研究・科研費 (in Japanese)

書籍

エッセイ・研究紹介など (in Japanese)