T. Masuda

发表

Positive Cones and L p -Spaces for von Neumann Algebras

H. Araki, T. Masuda, 1982 .

A Note on a Theorem of A, Connes on Radon-Nikodym Cocycles

T. Masuda, 1984 .

Noncommutative differential geometry on the quantum two sphere of podleś. I: An algebraic viewpoint

T. Masuda, Y. Nakagami, Junsei Watanabe, 1991 .

Representations of quantum groups and a q-analogue of orthogonal polynomials

T. Masuda, K. Ueno, K. Mimachi, 1988 .

Unitary representations of the quantum group SUq(1, 1): II — Matrix elements of unitary representations and the basic hypergoemetric functions

T. Masuda, K. Ueno, K. Mimachi, 1990 .

Matrix Elements of Unitary Representation of the Quantum Group SUq (1,1) and the Basic Hypergeometric Functions

T. Masuda, K. Ueno, K. Mimachi, 1990 .

Unitary representations of the quantum group SUq(1,1): Structure of the dual space ofUq(sl(2))

T. Masuda, K. Ueno, K. Mimachi, 1990 .

Hypergeometric solutions to the q-painlevé equations

Yasuhiro Ohta, Kenji Kajiwara, Tetsu Masuda, 2004, nlin/0403036.

A q-deformation of discrete dynamical systems associated with the Weyl group of type A

T. Masuda, Azusa Ikeda, 2015 .

Abstract We present the τ -functions for the hypergeometric solutions to the q-Painlevé system of type E (1) 8 in a determinant formula whose entries are given by Rahman's q-hypergeometric integrals. By using the symmetry of the q-hypergeo-

T. Masuda, 2011 .

Hypergeometric τ-Functions of the q-Painlevé System of Type E7(1)

T. Masuda, Tetsu Masuda, 2009, 0903.4102.

A geometric description of the elliptic Painleve equation

Y. Ohta, K. Kajiwara, T. Masuda, 2005 .

Determinant Formulas for the Toda and Discrete Toda Equations

Y. Ohta, K. Kajiwara, T. Masuda, 1999, solv-int/9908007.

Classical transcendental solutions of the Painleve equations and their degeneration

T. Masuda, 2003, nlin/0302026.

Construction of hypergeometric solutions to the q-Painleve equations

Y. Ohta, K. Kajiwara, T. Masuda, 2005, nlin/0501051.

On the rational solutions of q-Painlevé V equation

T. Masuda, 2001, Nagoya Mathematical Journal.

S I ] 1 8 M ar 2 00 4 Hypergeometric solutions to the q-Painlevé equations

Y. Ohta, K. Kajiwara, T. Masuda, 2008 .

Discrete Power Functions on a Hexagonal Lattice I: Derivation from ABS Equations and Garnier Systems

K. Kajiwara, T. Masuda, N. Joshi, 2019, 1908.10060.

Special Polynomials Associated with the Noumi-Yamada System of Type A5(1)

T. Masuda, 2005 .

On a Class of Algebraic Solutions to the Painlevé VI Equation, Its Determinant Formula and Coalescence Cascade

T. Masuda, 2002, nlin/0202044.

Fe b 20 02 On a class of algebraic solutions to Painlevé VI equation , its determinant formula and coalescence cascade

T. Masuda, 2002 .

Logarithmic divergence of heat kernels on some quantum spaces

T. Masuda, Tomoyuki Kakehi, 1995 .

Discrete power functions on a hexagonal lattice I: derivation of defining equations from the symmetry of the Garnier system in two variables

K. Kajiwara, T. Masuda, N. Joshi, 2019, Journal of Physics A: Mathematical and Theoretical.

Birational Weyl group actions via mutation combinatorics in cluster algebras

T. Masuda, Teruhisa Tsuda, Naoto Okubo, 2023, 2303.06704.

POINT CONFIGURATIONS, CREMONA TRANSFORMATIONS AND THE ELLIPTIC DIFFERENCE PAINLEVE EQUATION

Yasuhiro Ohta, Kenji Kajiwara, Tetsu Masuda, 2004 .

Groupold Dynamical Product , II — The of

T. Masuda, 2005 .

Groupoid dynamical systems and crossed product

T. Masuda, 1985 .

Groupoid Dynamical Systems and Crossed Product, II—The Case of C*-Systems

T. Masuda, 1984 .

Discrete Power Functions on a Hexagonal Lattice I: Derivation from ABS Equations and Garnier System in two variables.

K. Kajiwara, T. Masuda, N. Joshi, 2020, 1908.10060.

A determinant formula for a class of rational solutions of Painlevé V equation

Y. Ohta, K. Kajiwara, T. Masuda, 2001, Nagoya Mathematical Journal.

On the Umemura polynomials for the Painlevé III equation

K. Kajiwara, T. Masuda, 1999, solv-int/9903015.

A generalization of determinant formulae for the solutions of Painlevé II and XXXIV equations

K. Kajiwara, T. Masuda, 1999, solv-int/9903014.

Hypergeometric solutions to the q-painlevé equations

Yasuhiro Ohta, Kenji Kajiwara, Tetsu Masuda, 2004, nlin/0403036.

10E9 solution to the elliptic Painlevé equation

Y. Ohta, K. Kajiwara, T. Masuda, 2003 .

Quantum double-torus

T. Masuda, P. M. Hajac, 1998, math/9803092.

A q -Analogue of the Higher Order Painlevé Type Equations with the Affine Weyl Group Symmetry of Type D

T. Masuda, 2015 .

q-Painlevé VI Equation Arising from q-UC Hierarchy

Tetsu Masuda, T. Masuda, Teruhisa Tsuda, 2006 .

q-PainleveV I equation arising fromq-UC hierarchy

T. Masuda, Teruhisa Tsuda, 2004 .

Birational Weyl group actions via mutation combinatorics in cluster algebras

T. Masuda, Teruhisa Tsuda, Naoto Okubo, 2023, 2303.06704.

A C*-ALGEBRAIC FRAMEWORK FOR QUANTUM GROUPS

S. Woronowicz, S. Woronowicz, T. Masuda, 2003, math/0309338.

Cubic Pencils and Painlevé Hamiltonians

Y. Ohta, K. Kajiwara, T. Masuda, 2004, nlin/0403009.

Noncommutative differential geometry on the quantum SU(2), I: An algebraic viewpoint

T. Masuda, Y. Nakagami, Junsei Watanabe, 1990 .

The anti-self-dual Yang–Mills equation and the Painlevé III equation

T. Masuda, 2007 .

Instantons on the Quantum 4-pheres S4q

G. Landi, T. Masuda, L. Dąbrowski, 2000, math/0012103.

Instantons on the Quantum 4-spheres S

T. Masuda, 2000 .

The anti-self-dual Yang–Mills equation and classical transcendental solutions to the Painlevé II and IV equations

T. Masuda, 2005 .

A von Neumann Algebra Framework for the Duality of the Quantum Groups

T. Masuda, Y. Nakagami, 1994 .

Cyclic cohomology of certain affine schemes

T. Masuda, T. Natsume, 1985 .

Hypergeometric τ-functions of the q-Painlevé system of type $E_{8}^{(1)}$

T. Masuda, Tetsu Masuda, 2009 .

Representations of the quantum group SUq(2) and the little q-Jacobi polynomials

T. Masuda, K. Ueno, K. Mimachi, 1991 .

Cyclic cohomology of A U x eand A U x,x –1 e

T. Masuda, 1986 .

of A(X) and A(X, X-1)

T. Masuda, 1986 .

Spectrum of an operator appears in the quantum SU(1,1) group

T. Masuda, K. Ueno, Tomoyuki Kakehi, 1993 .

Representation of Quantum Groups

T. Masuda, K. Ueno, K. Mimachi, 1991 .

An Operator Algebraic Framework for the Duality of Quantum Groups

T. Masuda, Y. Nakagami, 1992 .

10E9 solution to the elliptic Painlevé equation

Y. Ohta, K. Kajiwara, T. Masuda, 2003, nlin/0303032.

10E9 solution to the elliptic Painlevé equation Dedicated to Professor Kyoichi Takano on his sixtieth birthday

Y. Ohta, K. Kajiwara, T. Masuda, 2003 .