Articles

• Forthcoming articles
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• Published articles
  [16] Tsukuda, K. (2023). Introducing results associated with Poisson approximations for the Ewens sampling formula with large parameters. Journal of the Japan Statistical Society, Japanese Issue 53 (1), 205--225, (in Japanese).
  [15] Tsukuda, K., Matsuura, S. (2023). High-dimensional hypothesis testing for allometric extension model. J. Multivariate Anal. 197, 105208.
  [14] Tsukuda, K., Matsuura, S. (2021). Limit theorem associated with Wishart matrices with application to hypothesis testing for common principal components. J. Multivariate Anal. 186, 104822.
  [13] Tsukuda, K. (2020). Error bounds for the normal approximation to the length of a Ewens partition. Pioneering Works on Distribution Theory: In Honor of Masaaki Sibuya, 55--73.
  [12] Tsukuda, K., Nishiyama, Y. (2020). Weak convergence of marked empirical processes in a Hilbert space and its applications. Electronic J. Statist. 14 (2), 3914--3938.
  [11] Tsukuda, K., Kurata, H. (2020). Covariance structure associated with an equality between two general ridge estimators. Statist. Papers 61 (3), 1069--1084.
  [10] Tsukuda, K., Mano, S., Yamamoto, T. (2020). Bayesian approach to discriminant problems for count data with application to a multilocus short tandem repeat dataset. Statist. Appl. Genet. Mol. Biol. 19 (2).
  [9] Tsukuda, K., Matsuura, S. (2019). High-dimensional testing for proportional covariance matrices. J. Multivariate Anal. 171, 412--420.
  [8] Tsukuda, K. (2019). On Poisson approximations for the Ewens sampling formula when the mutation parameter grows with the sample size. Ann. Appl. Probab. 29 (2), 1188--1232. Corrections(pdf)
  [7] Tsukuda, K. (2018). Functional central limit theorems in L²(0,1) for logarithmic combinatorial assemblies. Bernoulli 24 (2), 1033--1052.
  [6] Tsukuda, K. (2017). A change detection procedure for an ergodic diffusion process. Ann. Inst. Statist. Math. 69 (4), 833--864.
  [5] Tsukuda, K. (2017). Robust parameter designs for reducing effects of noise covariates; a performance measure approach. Japanese Journal of Applied Statistics 46 (1), 1--11, (in Japanese).
  [4] Tsukuda, K. (2017). Estimating the large mutation parameter of the Ewens sampling formula. J. Appl. Probab. 54 (1), 42--54. Correction: (2018) J. Appl. Probab. 55 (3), 998--999.
  [3] Tsukuda, K., Nagata, Y. (2015). Asymptotic theory of Taguchi's natural estimators of the signal to noise ratio for dynamic robust parameter design. Comm. Statist. Theory Meth. 44 (22), 4734--4741.
  [2] Tsukuda, K., Nishiyama, Y. (2014). On L² space approach to change point problems. J. Statist. Plann. Inference 149, 46--59.
  [1] Tsukuda, K., Nagata, Y. (2014). Robust parameter design for multi signals response system. Journal of the Japanese Society for Quality Control 44 (2), 83--91, (in Japanese).
  
  
• Preprints
  - Mukasa, H., Tsukuda, K. Equality between two general ridge estimators and equivalence of their residual sums of squares. arXiv:2405.20023
  - Fujimori, K. Tsukuda, K. Two step estimations via the Dantzig selector for models of stochastic processes with high-dimensional parameters. arXiv:2404.00888
  - Tsukuda, K., Matsuura, S. Estimators for multivariate allometric regression model. arXiv:2402.11219
  - Kawamoto, K., Goto, Y., Tsukuda, K. Spectral clustering algorithm for the allometric extension model. arXiv:2309.06264
  - Tsukuda, K. Evaluating moments of length of Pitman partition. arXiv:2008.12472
  - Tsukuda, K., Mano, S. A reversal phenomenon in estimation based on multiple samples from the Poisson--Dirichlet distribution. arXiv:1802.00578
  
  
• Book reviews
  - Tsukuda, K. (2024). Yoichi Nishiyama: Martingale Methods in Statistics. SUGAKU 76 (1), 105--111, (in Japanese).
  
  

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