Mikhail Muzychuk

发表

Algorithmic Algebraic Combinatorics and Gröbner Bases

Gareth Jones, Ilia Ponomarenko, Mikhail Klin, 2009 .

CI-property of $C_p^2 \times C_n$ and $C_p^2 \times C_q^2$ for digraphs

Mikhail Muzychuk, Grigory Ryabov, Istv'an Kov'acs, 2022, 2201.02725.

Congruence of matrix spaces, matrix tuples, and multilinear maps

Mikhail Muzychuk, Vyacheslav Futorny, Genrich R. Belitskii, 2020, 2009.13894.

Generalized dihedral CI-groups

Pablo Spiga, Ted Dobson, Mikhail Muzychuk, 2020, Ars Math. Contemp..

The Cayley isomorphism property for $\protect \mathbb{Z}_{p}^{3} \times \protect \mathbb{Z}_{q}$

Mikhail Muzychuk, Gábor Somlai, 2021 .

On association schemes with multiplicities 1 or 2

Bangteng Xu, Mikhail Muzychuk, 2021 .

A generalization of Wallis-Fon-Der-Flaass construction of strongly regular graphs

Mikhail Muzychuk, 2007 .

Generalized table algebras

Mikhail Muzychuk, M. Muzychuk, Zvi Arad, 1999 .

On Sylow Subgraphs of Vertex-Transitive Self-Complementary Graphs

Mikhail Muzychuk, 1999 .

Integral Standard Table Algebras with a Faithful Nonreal Element of Degree 3

Mikhail Muzychuk, Zvi Arad, Elsa Fisman, 2000 .

Higmanian rank-5 association schemes on 40 points

Mikhail Klin, Mikhail Muzychuk, Matan Ziv-Av, 2009 .

Directed strongly regular graphs obtained from coherent algebras

Akihiro Munemasa, Mikhail Klin, Mikhail Muzychuk, 2004 .

Skew Hadamard Difference Sets

Mikhail Muzychuk, 2010 .

On the isomorphism problem for cyclic combinatorial objects

Mikhail Muzychuk, 1999 .

A generalization of Sylow's theorems on finite groups to association schemes

Mitsugu Hirasaka, Mikhail Muzychuk, Paul-Hermann Zieschang, 2002 .

Homogeneous integral table algebras of degree three: a trilogy

Bangteng Xu, Mikhail Muzychuk, Harvey I. Blau, 2000 .

Integral Table Algebras with a Faithful Nonreal Element of Degree 4

Mikhail Muzychuk, Zvi Arad, Elsa Fisman, 2002 .

On G-arc-regular dihedrants and regular dihedral maps

Dragan Marušič, István Kovács, Mikhail Muzychuk, 2013 .

Imprimitive cometric association schemes: Constructions and analysis

Jason Williford, Mikhail Muzychuk, Jason S. Williford, 2007 .

Symmetric Bush-type Hadamard matrices of order $4m^4$ exist for all odd $m$

Qing Xiang, Mikhail Muzychuk, 2005 .