Rchr
J-GLOBAL ID：200901008500348037
Update date: Aug. 19, 2024
WADA Tatsuaki
ワダ タツアキ | WADA Tatsuaki
Affiliation and department：
Job title：
Professor
Other affiliations (1)：
Research field (2)：
Information theory
, Mathematical physics and basic theory
Research keywords (8)：
Information geometry
, Statistical physics
, Gradient flows
, General relativity
, Quantum walk
, Complex systems
, thermodynamics
, Generalized entropy
Research theme for competitive and other funds (6)：
Papers (65)：
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Tatsuaki Wada, Antonio M. Scarfone. A Hamiltonian approach to the gradient-flow equations in information geometry. European Physical Journal B. 2024. 97. 7
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Antonio M. Scarfone, Tatsuaki Wada. Multi-Additivity in Kaniadakis Entropy. Entropy. 2024. 26. 1
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Sumanto Chanda, Tatsuaki Wada. Mechanics of geodesics in information geometry and black hole thermodynamics. International Journal of Geometric Methods in Modern Physics. 2023. 21. 05
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Tatsuaki Wada, Antonio M. Scarfone, Hiroshi Matsuzoe. Huygens' equations and the gradient-flow equations in information geometry. International Journal of Geometric Methods in Modern Physics. 2023. 20. 14
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T. Wada and A.M. Scarfone. On the Kaniadakis Distributions Applied in Statistical Physics and Natural Sciences. Entropy. 2023. 25. 2. 292
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MISC (34)：
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Wada T., Watanabe D. A transmission line model of a discrete-time quantum walk. Meeting Abstracts of the Physical Society of Japan. 2019. 74.2. 450-450
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Wada Tatsuaki, Scarfone Antonio M. A nonlinear generalization of Rayleigh's dissipation function and deformed-Gaussian distribution. Meeting Abstracts of the Physical Society of Japan. 2019. 74.2. 2359-2359
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Wada Tatsuaki, Scarofne Antonio M. Information geometry on the thermal probability distribution for a weakly confining potential. Meeting Abstracts of the Physical Society of Japan. 2017. 72.2. 2470-2470
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Wada T., Scarfone Antonio M. 24pBL-1 Information geometric structures of the κ-deformed exponential family. Meeting Abstracts of the Physical Society of Japan. 2015. 70.1. 3226
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Tatsuaki Wada. Generalized log-likelihood functions and Bregman divergences (vol 80, 113301, 2009). JOURNAL OF MATHEMATICAL PHYSICS. 2010. 51. 4
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Lectures and oral presentations (18)：
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熱力学的過程と情報幾何における勾配流方程式
(2023)
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Geometry Colloquium: 情報幾何における勾配流方程式とHamilton方程式
(北大数学 幾何学コロキウム 2021)
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非線型のRayleigh散逸関数と変形ガウス分布
(日本物理学会 秋季大会 2019)
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離散時間量子ウォークの伝送線路モデル
(日本物理学会 秋季大会 2019)
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A discrete transmission line model which behaves like a DTQW
(Workshop of Quantum Simulations and Quantum Walks 2018)
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Professional career (1)：
- 工学博士 (Shizuoka University)
Work history (4)：
- 2015/04 - 茨城大学工学部電気電子工学科 教授
- 2008/10 - 2015/03 茨城大学工学部電気電子工学科 准教授
- 2005/07 - 2008/09 茨城大学工学部電気電子工学科 講師
- 1991/04 - 2005/06 茨城大学工学部電気電子工学科 助手
Association Membership(s) (1)：
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