研究者
J-GLOBAL ID:200901081602272956
更新日: 2024年12月18日 日比野 雄嗣
HIBINO Yuji
- 日比野雄嗣. 量子確率論の視点から見た等質樹木の距離2グラフのスペクトル分布. 2019. 48. 1
- Yuji HIBINO. Asymptotic spectral distributions of distance-k graphs of Hamming graphs. Commun. Stoch. Anal. 2013. 7. 2. 275-282
- Yuji HIBINO, Hun Hee LEE, Nobuaki OBATA. Asymptotic spectral distributions of distance-k graphs of Cartesian product graphs. Colloq. Math. 2013. 132. 1. 35-52
- Yuji Hibino, Hun Hee Lee, Nobuaki Obata. Asymptotic spectral distributions of distance-k graphs of Cartesian product graphs. Colloquium Mathematicum. 2013. 132. 1. 35-51
- Asymptotic spectral analysis of a distance k-graph of N-fold direct product of a graph. 2012. 6. 2
- Jun Kurihara, Yuji Hibino. ASYMPTOTIC SPECTRAL ANALYSIS OF A GENERALIZED N-CUBE BY A QUANTUM PROBABILISTIC METHOD. INFINITE DIMENSIONAL ANALYSIS QUANTUM PROBABILITY AND RELATED TOPICS. 2011. 14. 3. 409-417
- 日比野 雄嗣. Topics on noncanonical representations of Gaussian processes. 佐賀大学理工学部集報. 2006. 35. 1. 1-9
- Noncanonical representations of a multi-dimensional Brownian motion. 2006. 19. 181-185
- Y Hibino, H Muraoka. Volterra representations of Gaussian processes with an infinite-dimensional orthogonal complement. QUANTUM PROBABILITY AND INFINITE DIMENSIONAL ANALYSIS. 2005. 18. 293-302
- Yuji Hibino. A topic on noncanonical representations of Gaussian processes. Stochastic Analysis: Classical and Quantum: Perspectives of White Noise Theory. 2005. 31-34
- A topic on noncanonical representations of Gaussian processes. 2005. 31-34
- Another noncanonical representation of a Brownian motion related to singular Volterra kernels. 2004. 202-210
- Volterra representations of Gaussian processes with an infinite-dimensional orthogonal complement. 2004. 18. 293-302
- L Accardi, Y Hibino. Canonical representation of stationary quantum Gaussian processes. INFINITE DIMENSIONAL ANALYSIS QUANTUM PROBABILITY AND RELATED TOPICS. 2002. 5. 3. 421-428
- Y Hibino, M Hitsuda. Canonical property of representations of Gaussian processes with singular Volterra kernels. INFINITE DIMENSIONAL ANALYSIS QUANTUM PROBABILITY AND RELATED TOPICS. 2002. 5. 2. 293-296
- Canonical property of representations of Gaussian processes with singular Volterra kernels. 2002. 5. 2. 293-296
- Canonical representation of stationary quantum Gaussian processes. 2002. 5. 3. 421-428
- Y Hibino, M Hitsuda, H Muraoka. Remarks on a noncanonical representation for a stationary Gaussian process. ACTA APPLICANDAE MATHEMATICAE. 2000. 63. 1-3. 137-139
- Remarks on a noncanonical representation for a stationary Gaussian process. 2000
- Construction of noncanonical representations of a Brownian motion. 1997. 27. 3. 439--448
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