I. Sato

发表

Quantum graph walks I: mapping to quantum walks

Iwao Sato, Etsuo Segawa, Norio Konno, 2012, 1211.0803.

Eigenbasis of the evolution operator of 2-tessellable quantum walks

R. Portugal, E. Segawa, Yusuke Higuchi, 2018, 1811.02116.

Periodicity of the Discrete-time Quantum Walk on a Finite Graph

Iwao Sato, Etsuo Segawa, Norio Konno, 2017 .

Performance of Various Antifreezing Pavements by Field Test

F. Hara, I. Sato, K. Takeichi, 2001 .

GRAPH COVERING AND ITS GENERALIZATION

I. Sato, 1999 .

The trace formula with respect to the Grover matrix of a graph

N. Konno, I. Sato, H. Mitsuhashi, 2020, Linear and Multilinear Algebra.

A walk on max-plus algebra

E. Segawa, I. Sato, Sennosuke Watanabe, 2019, Linear Algebra and its Applications.

Spectral and asymptotic properties of Grover walks on crystal lattice

Iwao Sato, Etsuo Segawa, Norio Konno, 2013, 1401.0154.

The weighted Kirchhoff index of a graph

I. Sato, H. Mitsuhashi, H. Morita, 2018, Linear Algebra and its Applications.

New proofs for Levine’s theorems

I. Sato, 2011 .

Vertex Weighted Complexities of Graph Coverings

I. Sato, Rongquan Feng, Hongfeng Wu, 2011 .

The stochastic weighted complexity of a group covering of a digraph

I. Sato, 2008 .

Zeta functions of line, middle, total graphs of a graph and their coverings

I. Sato, J. Kwak, 2006 .

L-functions for line graphs of semiregular bipartite graphs

I. Sato, 2006 .

A New Proof of Bartholdi's Theorem

I. Sato, H. Mizuno, 2005 .

A generalized Bartholdi zeta function for a general graph

Hideo Mitsuhashi, Hideaki Morita, Iwao Sato, 2016 .

A new generalized Bartholdi zeta function for a digraph

I. Sato, H. Mitsuhashi, H. Morita, 2019, Linear and Multilinear Algebra.

A generalized Bartholdi zeta function for a regular covering of a bipartite graph

I. Sato, S. Saito, 2013 .

The quaternionic second weighted zeta function of a graph and the Study determinant

N. Konno, I. Sato, H. Mitsuhashi, 2016, 1601.07760.

Some weighted Bartholdi zeta function of a digraph

I. Sato, H. Mizuno, 2014 .

A note on the discrete-time evolutions of quantum walk on a graph

N. Konno, E. Segawa, Yusuke Higuchi, 2012, 1207.4987.

The limit theorem with respect to the matrices on non-backtracking paths of a graph

N. Konno, I. Sato, T. Komatsu, 2020, 2005.09341.

Weighted zeta functions for quotients of regular coverings of graphs

I. Sato, Seiya Negami, 2010 .

The quaternionic weighted zeta function of a graph

N. Konno, I. Sato, H. Mitsuhashi, 2016, Journal of Algebraic Combinatorics.

The quaternionic weighted zeta function of a graph

N. Konno, I. Sato, H. Mitsuhashi, 2015, 1507.06761.

Metzler/Zeta Correspondence

Yusuke Ide, I. Sato, T. Komatsu, 2022, Discret. Math..

Walk/Zeta Correspondence

N. Konno, I. Sato, T. Komatsu, 2021, Journal of Statistical Physics.

The spectra of the unitary matrix of an N-tessellable staggered quantum walk on a graph

N. Konno, E. Segawa, I. Sato, 2017, Linear Algebra and its Applications.

A Characteristic Polynimial for The Transition Probability Matrix of A Correlated Random Walk on A Graph

N. Konno, I. Sato, T. Komatsu, 2020, 2012.09619.

The spectral analysis of the unitary matrix of a 2-tessellable staggered quantum walk on a graph

N. Konno, Yusuke Ide, I. Sato, 2018 .

The discrete-time quaternionic quantum walk on a graph

N. Konno, I. Sato, H. Mitsuhashi, 2015, Quantum Information Processing.

On the relation between quantum walks and zeta functions

N. Konno, I. Sato, 2011, Quantum Information Processing.

A new weighted Ihara zeta function for a graph

N. Konno, I. Sato, H. Mitsuhashi, 2019, Linear Algebra and its Applications.

Quaternionic Grover Walks and Zeta Functions of Graphs with Loops

N. Konno, I. Sato, H. Mitsuhashi, 2017, Graphs and Combinatorics.

The discrete-time quaternionic quantum walk and the second weighted zeta function on a graph

N. Konno, I. Sato, H. Mitsuhashi, 2016, 1604.05856.

A New Proof of a Formula for the Bartholdi Zeta Function of a Digraph

I. Sato, 2015, Graphs and Combinatorics.

A Balanced Signed Digraph

Yusuke Higuchi, I. Sato, 2014, Graphs and Combinatorics.

New proofs of Bapat and Sivasubramanian's theorems

I. Sato, 2014 .

A matrix-weighted zeta function of a graph

I. Sato, H. Mitsuhashi, H. Morita, 2014 .

The edge L-function of a graph

I. Sato, S. Saito, 2012 .

Edge zeta functions of hypergraphs

I. Sato, 2012 .

Weighted zeta functions of digraphs

I. Sato, H. Mizuno, 2002 .

The square and cube of the transition matrix of the discrete-time quantum walk on a graph

N. Konno, E. Segawa, Yusuke Higuchi, 2012 .

Ronkin/Zeta Correspondence

N. Konno, I. Sato, T. Komatsu, 2022, 2212.13704.

On the Recoil Correction to Adiabatic Nuclear Potential

I. Sato, Shinji Sato, K. Itabashi, 1955 .

Weighted complexities of graph products and bundles

Iwao Sato, Jin Ho Kwak, Yong Sung Park, 2007, Eur. J. Comb..

Welfare regime theories and the Japanese housing system

I. Sato, 2006 .

Note on star-operations and semistar-operations

I. Sato, Ryuki Matsuda, 1996 .

The Construction of the Law

I. Sato, 2003 .

Judicial Reform in Japan in the 1990s: Increase of the Legal Profession, Reinforcement of Judicial Functions and Expansion of the Rule of Law

I. Sato, 2002 .

Alternating Walk/Zeta Correspondence

N. Konno, I. Sato, T. Komatsu, 2023, 2302.09583.

Ronkin/Zeta Correspondence

N. Konno, I. Sato, T. Komatsu, 2022, 2212.13704.

Mahler/Zeta Correspondence

N. Konno, I. Sato, Shunya Tamura, 2022, Quantum Information Processing.

/ Zeta correspondence

N. Konno, I. Sato, T. Komatsu, 2021, Quantum Inf. Comput..

CTM/Zeta Correspondence

N. Konno, I. Sato, T. Komatsu, 2021, Quantum Studies: Mathematics and Foundations.

A Characteristic Polynomial for the Transition Probability Matrix of Correlated Random Walks on a Graph

N. Konno, I. Sato, T. Komatsu, 2021, Electron. J. Comb..

CTM/Zeta Correspondence

N. Konno, I. Sato, T. Komatsu, 2021, Quantum Studies: Mathematics and Foundations.

The trace formula with respect to the twisted Grover matrix of a mixed digraph

Iwao Sato, Norio Konno, Takashi Komatsu, 2021, 2105.02678.

Zeta functions of periodic graphs derived from quantum walk

Iwao Sato, Norio Konno, Takashi Komatsu, 2021, 2102.09486.

A zeta function related to the transition matrix of the discrete-time quantum walk on a graph

Iwao Sato, Etsuo Segawa, Norio Konno, 2019, Discret. Math..

A note on the Grover walk and the generalized Ihara zeta function of the one-dimensional integer lattice.

N. Konno, I. Sato, T. Komatsu, 2020, 2011.14162.

Zeta Functions with Respect to General Coined Quantum Walk of Periodic Graphs

Iwao Sato, Norio Konno, Takashi Komatsu, 2019, Electron. J. Comb..

Phase Measurement of Quantum Walks: Application to Structure Theorem of the Positive Support of the Grover Walk

Iwao Sato, Etsuo Segawa, Norio Konno, 2018, Electron. J. Comb..

Partition-based discrete-time quantum walks

Iwao Sato, Etsuo Segawa, Renato Portugal, 2017, Quantum Inf. Process..

Quaternionic quantum walks of Szegedy type and zeta functions of graphs

Hideo Mitsuhashi, Iwao Sato, Kaname Matsue, 2017, Quantum Inf. Comput..

The discrete-time quaternionic quantum walk on a graph

Hideo Mitsuhashi, Iwao Sato, Norio Konno, 2015, Quantum Inf. Process..

A remark on zeta functions of finite graphs via quantum walks

N. Konno, E. Segawa, I. Sato, 2014, 1404.1553.

Quantum graph walks II: Quantum walks on graph coverings

Iwao Sato, Etsuo Segawa, Norio Konno, 2012, 1211.4719.

On the relation between quantum walks and zeta functions

Iwao Sato, Norio Konno, N. Konno, 2011, Quantum Inf. Process..

A Generalized Grover/Zeta Correspondence

Iwao Sato, Norio Konno, Takashi Komatsu, 2022, 2201.03973.

Grover/Zeta Correspondence based on the Konno–Sato theorem

N. Konno, I. Sato, T. Komatsu, 2021, Quantum Information Processing.

A zeta function with respect to non-backtracking alternating walks for a digraph

Iwao Sato, Norio Konno, Takashi Komatsu, 2021, Linear Algebra and its Applications.

Zeta Functions of Graph Coverings

Iwao Sato, Hirobumi Mizuno, I. Sato, 2000, J. Comb. Theory, Ser. B.

Characteristic polynomials of ramified uniform covering digraphs

Iwao Sato, Yaokun Wu, Aiping Deng, 2007, Eur. J. Comb..

Bartholdi Zeta Functions of Fractal Graphs

Iwao Sato, I. Sato, 2009, Electron. J. Comb..

A novel conductivity mechanism of highly disordered carbon systems based on an investigation of graph zeta function

S. Matsutani, I. Sato, 2017, 1705.05089.

The semicircle law for semiregular bipartite graphs

Iwao Sato, Hirobumi Mizuno, I. Sato, 2003, J. Comb. Theory, Ser. A.

On the relation between quantum walks and zeta functions

N. Konno, I. Sato, 2011, Quantum Information Processing.

A new Bartholdi zeta function of a graph

Iwao Sato, I. Sato, 2007 .

The Ihara expression for generalized weighted zeta functions of Bartholdi type on finite digraphs

I. Sato, H. Morita, Ayaka Ishikawa, 2022, 2202.06001.

The Ihara expression for the generalized weighted zeta function of a finite simple graph

Hideaki Morita, Iwao Sato, Ayaka Ishikawa, 2021 .

The scattering matrix with respect to an Hermitian matrix of a graph

N. Konno, I. Sato, T. Komatsu, 2021, Discret. Math..

Quaternionic Grover Walks and Zeta Functions of Graphs with Loops

Hideo Mitsuhashi, Iwao Sato, Norio Konno, 2017, Graphs Comb..

Some L-Function of a Regular Covering of a Graph

Iwao Sato, Hirobumi Mizuno, I. Sato, 2004, Graphs Comb..

L-functions of regular coverings of graphs

Iwao Sato, Hirobumi Mizuno, I. Sato, 2003, Eur. J. Comb..

Zeta functions of digraphs

Iwao Sato, Hirobumi Mizuno, I. Sato, 2001 .

The Scattering Matrix of a Graph

Iwao Sato, Hirobumi Mizuno, I. Sato, 2008, Electron. J. Comb..