Naotaka Kajino. An elementary proof that walk dimension is greater than two for Brownian motion on Sierpiński carpets. Bulletin of the London Mathematical Society. 2022. 55. 1. 508-521
Naotaka Kajino, Mathav Murugan. On the conformal walk dimension: quasisymmetric uniformization for symmetric diffusions. Inventiones mathematicae. 2022. 231. 1. 263-405
Naotaka Kajino. On Singularity of Energy Measures for Symmetric Diffusions with Full Off-Diagonal Heat Kernel Estimates II: Some Borderline Examples. Springer Proceedings in Mathematics & Statistics. 2022. 394. 223-251
The Laplacian on some self-conformal fractals and Weyl's asymptotics for its eigenvalues: A survey of the analytic aspects. 2021. 87. 293-314
Naotaka Kajino, Mathav Murugan. On singularity of energy measures for symmetric diffusions with full off-diagonal heat kernel estimates. The Annals of Probability. 2020. 48. 6. 2920-2951
梶野 直孝. Continuity and estimates of the transition density of the Liouville Brownian motion (Symposium on Probability Theory). 数理解析研究所講究録. 2015. 1952. 38-45
On singularity of p-energy measures among distinct values of p for some p.-c.f. self-similar sets
(Analysis on fractals and networks, and applications 2024)
On singularity of p-energy measures among distinct values of p for some p.-c.f. self-similar sets
(Seminaire de Probabilites commun ICJ/UMPA 2024)
Geometric Laplacians on self-conformal fractal curves in the plane
(French Japanese Conference on Probability & Interactions 2024)
On singularity of p-energy measures among distinct values of p for some p.-c.f. self-similar sets
(UBC Probability Seminar 2024)