List of Publication

1. H.-W. Huang, N. Sakuma, P.-L. Tseng and Y. Ueda, Scaling limit theorem for mixed free and Boolean convolution powers. To appear in Archiv der Math. arXiv:2606.29683

2. Y. Ueda, Advances in Extreme Value Statistics based on the Free Probability Theory. Bull. Jpn. Soc. Ind. Appl. Math. Vol. 36 (2026) no.2, 77-89 (in Japanese). 

3. Y. Ueda, Monotone max-convolution and subordination functions for free max-convolution. To appear in Ann. Math. Blaise Pascal.  arXiv:2512.13972, Articles to appear

4. Y. Ueda, On the rate of convergence to the Boolean extreme value distribution under the von Mises condition. To appear in Infin. Dimens. Anal. Quantum Probab. Relat. Top. arXiv:2507.06580, Online Ready

5. O. Arizmendi, K. Fujie, D. Perales and Y. Ueda, S-transform in finite free probability. Adv. Math. 489 (2026) 110803.  arXiv:2408.09337, Journal

6. N. Sakuma and Y. Ueda, Generalized Meixner-type free gamma distributions: convolution formulas and potential correspondence. To appear in Canad. J. Math.  arXiv:2508.15585, FirstView

7. Y. Ueda, S. Okumura and D. Funakawa, Spectral analysis of Dirac operators for fermion scattering on topological solitons in the nonlinear O(3) sigma-model. Rep. Math. Phys. 96, Issue 1 (2025) 1-17.  arXiv:2405.10549, Journal

8. Y. Kindaichi and Y. Ueda, A note on convergence of densities to free extreme value distributions. Theor. Probab. Math. Stat. 112 (2025) 99-112. arXiv:2405.09156, Journal

9. O. Arizmendi, K. Fujie and Y. Ueda, New combinatorial identity for the set of partitions and limit theorems in finite free probability theory. Internat. Math. Res. Not. 2024, Issue 14 (2024) 10524-10558. arXiv:2303.01790, Journal

10. T. Hasebe, K. Noba, N. Sakuma and Y. Ueda, On Boolean selfdecomposable distributions. Studia Math. 274 (2024) no.2, 129-151. arXiv:2206.04932, Journal

11. T. Hasebe and Y. Ueda, On the free Lévy measure of the normal distribution. Electron. J. Probab. 28 (2023) 1-19. arXiv:2303.13926, Journal

12. I. Hotta, W. Młotkowski, N. Sakuma and Y. Ueda, On freely quasi-infinitely divisible distributions. ALEA Lat. Am. J. Probab. Math. Stat. 20 (2023) no.2, 941-971. arXiv:2107.09473, Journal

13. K. Fujie and Y. Ueda, Law of large numbers for roots of finite free multiplicative convolution of polynomials. SIGMA 19 (2023) 004, 11 pages. arXiv:2208.11297, Journal

14. Y. Ueda, Rates of convergence for laws of the spectral maximum of free random variables. Infin. Dimens. Anal. Quantum Probab. Relat. Top. 25, No. 3, 2250019 (2022). arXiv:2105.08258, Journal

15. T. Hasebe, Y. Ueda and J.-C. Wang, Log-unimodality for free positive multiplicative Brownian motion. Colloq. Math. 169 (2022) 209-226. arXiv:2009.13848, Journal

16. Y. Ueda, Limit theorems for classical, freely and Boolean max-infinitely divisible distributions. J. Theoret. Probab. 35 (2022) no.1, 89-114. arXiv:1907.11996, Journal

17. T. Hasebe and Y. Ueda, Homomorphisms relative to additive convolutions and max-convolutions: free, boolean and classical cases. Proc. Amer. Math. Soc. 149 (2021) no.11, 4799-4814. arXiv:2011.10399, Journal

18. B. H. Fukushima-Kimura, A. Sakai, H. Toyokawa and Y. Ueda, Stability of energy landscape for Ising models. Physica A 583 (2021) No.126208, 15pp. arXiv:2105.00449, Journal

19. T. Hasebe and Y. Ueda, Unimodality for free multiplicative convolution with free normal distributions on the unit circle. J. Oper. Theory 85 (2021) no.1, 21-43. arXiv:1903.05327, Journal

20. Y. Ueda, Max-convolution semigroups and extreme values in limit theorems for the free multiplicative convolution. Bernoulli 27 (2021) no.1, 502-531. arXiv:2003.05382, Journal

21. J. Morishita and Y. Ueda, Free infinite divisibility for generalized power distributions with free Poisson term. Probab. Math. Stat. 40 (2020) no.2, 245-267. arXiv:1806.07738, Journal

22. W. Młotkowski, N. Sakuma and Y. Ueda, Free self-decomposability and unimodality of the Fuss–Catalan distributions. J. Stat. Phys. 178 (2020) no.5, 1055-1075. arXiv:1908.07887, Journal

23. Y. Ueda, On tensors of factorizable quantum channels with the completely depolarizing channel. Adv. Oper. Theory 3 (2018) no.4, 807-815. arXiv:1803.10446, Journal

24. T. Hasebe and Y. Ueda, Large time unimodality for classical and free Brownian motions with initial distributions. ALEA Lat. Am. J. Probab. Math. Stat. 15 (2018), no.1, 353-374. arXiv:1710.08240, Journal