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MITSUHASHI Hideo
Faculty of Science and Engineering Department of Applied Informatics
Professor
Researchmap URL
https://researchmap.jp/read0153538
Research activity information
■ Paper
- The trace formula with respect to the Grover matrix of a graph
Norio Konno; Hideo Mitsuhashi; Hideaki Morita & Iwao Sato
Linear and Multilinear Algebra, 2022, [Reviewed] - A new generalized Bartholdi zeta function for a digraph
A new generalized Bartholdi zeta function for a digraph
Linear and Multilinear Algebra, 2021, [Reviewed] - The third derivative of the determinant related to the Ihara zeta functions
Hideo Mitsuhashi; Hideaki Morita; Iwao Sato
Nihonkai Mathematical Journal, 2020, [Reviewed] - The partial differential coefficients for the second weighted Bartholdi zeta function of a graph
MATSUTANI Shigeki; MITSUHASHI Hideo; MORITA Hideaki; SATO Iwao
Discrete Mathematics, Sep. 2019, [Reviewed] - The weighted Kirchhoff index of a graph
MITSUHASHI Hideo; MORITA Hideaki; SATO Iwao
Linear Algebra and its Applications, Jun. 2018, [Reviewed] - The Discrete-time Quaternionic Quantum Walk and the Second Weighted Zeta Function on a Graph
KONNO Norio; MITSUHASHI Hideo; SATO Iwao
Interdisciplinary Information Sciences, Mar. 2017, [Reviewed] - Quaternionic quantum walks of Szegedy type and zeta functions of graphs
KONNO Norio; MATSUE Kaname; MITSUHASHI Hideo; SATO Iwao
Quantum Information and Computation, 2017, [Reviewed] - Quaternionic Grover Walks and Zeta Functions of Graphs with Loops
KONNO Norio; MITSUHASHI Hideo; SATO Iwao
Graphs and Combinatorics, 2017, [Reviewed] - New theory of diffusive and coherent nature of optical wave via a quantum walk
Yusuke Ide; Norio Konno; Shigeki Matsutani; Hideo Mitsuhashi
Annals of Physics, 2017, [Reviewed] - The quaternionic second weighted zeta function of a graph and the Study determinant
Konno; Norio; Mitsuhashi; Hideo; Sato; Iwao
LINEAR ALGEBRA AND ITS APPLICATIONS, Dec. 2016, [Reviewed] - The quaternionic weighted zeta function of a graph
Konno; Norio; Mitsuhashi; Hideo; Sato; Iwao
JOURNAL OF ALGEBRAIC COMBINATORICS, Nov. 2016, [Reviewed] - A generalized Bartholdi zeta function for a general graph
Sato; Iwao; Mitsuhashi; Hideo; Morita; Hideaki
LINEAR & MULTILINEAR ALGEBRA, May 2016, [Reviewed] - The discrete-time quaternionic quantum walk on a graph
Konno; Norio; Mitsuhashi; Hideo; Sato; Iwao
QUANTUM INFORMATION PROCESSING, Feb. 2016, [Reviewed] - A matrix-weighted zeta function of a graph
Sato; Iwao; Mitsuhashi; Hideo; Morita; Hideaki
LINEAR & MULTILINEAR ALGEBRA, Jan. 2014, [Reviewed] - A new determinant expression for the weighted Bartholdi zeta function of a digraph
Sato; Iwao; Mitsuhasi; Hideo; Morita; Hideaki
ELECTRONIC JOURNAL OF COMBINATORICS, Feb. 2013, [Reviewed] - Involutions of Iwahori-Hecke Algebras and Representations of Fixed Subalgebras
Mitsuhashi; Hideo
ALGEBRAS AND REPRESENTATION THEORY, Apr. 2012, [Reviewed] - A super Frobenius formula for the characters of Iwahori-Hecke algebras
Mitsuhashi; Hideo
LINEAR & MULTILINEAR ALGEBRA, 2010, [Reviewed] - Schur-Weyl reciprocity for the q-analog of the alternating group
Mitsuhashi; Hideo
COMMUNICATIONS IN ALGEBRA, 2007, [Reviewed] - Schur-Weyl reciprocity between the quantum superalgebra and the Iwahori-Hecke algebra
Mitsuhashi; Hideo
ALGEBRAS AND REPRESENTATION THEORY, Jun. 2006, [Reviewed] - Z2-graded Clifford system in the Hecke algebra of type Bn
JOURNAL OF ALGEBRA, 2003, [Reviewed] - The q-Analogue of the Alternating Group and Its Representations
JOURNAL OF ALGEBRA, 2001, [Reviewed]
- 量子ウォークの新展開―数理構造の深化と応用
Joint work
培風館, 01 Sep. 2019 - 理科系の基礎線形代数
高遠節夫・石村隆一・野田健夫・前田多恵・三橋秀生・安冨真一・山方竜二・山下哲, Joint work
培風館, Jan. 2015
- Construction and application of Noncommutative zeta function of graph
Grant-in-Aid for Scientific Research (C)
Hosei University
Apr. 2016 - Mar. 2019
