Rchr
J-GLOBAL ID:201101025707510292
Update date: Sep. 03, 2022
Shoji Kunitaka
シヨウジ クニタカ | Shoji Kunitaka
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Affiliation and department:
Shimane University Interdisciplinary Graduate School of Science and Engineering, A
About Shimane University Interdisciplinary Graduate School of Science and Engineering, A
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Detailed information
Research field (1):
Algebra
Research keywords (3):
代数学
, Combinatorial group theory
, algebraic theory of Semigroups
Research theme for competitive and other funds (3):
Combinatorial Semigroup theory
Amalgamation for Semigroups
組合せ半群論及び群論
MISC (24):
Kunitaka Shoji. Finitely generated semigroups having presentation with regular congruence classes. Math. japonicae. 2008. 69. 1. 589-594
Kunitaka Shoji. Regular semigroups which are amalgamation bases for finite semigroups. ALGEBRA COLLOQUIUM. 2007. 14. 2. 245-254
K Shoji. Regular semigroups with (REP) and (REP)(op) are not necessarily amalgamation bases. SEMIGROUP FORUM. 2001. 63. 2. 223-236
K Shoji. Commutative semigroups which are semigroup amalgamation bases. JOURNAL OF ALGEBRA. 2001. 238. 1. 1-50
Decidability of representation extension property. Proc. Amer. Math. Soc. 2000. 128. 1313-1317
more...
Books (2):
on special amalgamation bases
Proceedings of International conference on Semigroups its Application(World Scientific) 1998
CN-bands which are Semi Group amalgamation bases
Proc. of the Second Inter. Colloq. on Words, Languages and Conbinatorics (World Scientific) 1994
Lectures and oral presentations (9):
Semigroups presented by congruence classes of regular languages
(代数とコンピュータサイエンス 2013)
Semigroups Presented by Finite Congruence Classes
(研究集会「代数系および計算機科学基礎」 2012)
One relator semigroups presented by finite congruence classes
(Semigroups and Applications 2012)
Automaticity and presenatations of semigroups
(代数と言語のアルゴリズムと計算量 2011)
Finitely generated semigroups presented by regular congruence classes
(Groups and Semigroups: Interactions and Computations 2011)
more...
Professional career (2):
Master of Science (Kobe University)
Ph. D (University of California, Dauis)
Work history (1):
Shimane University Interdisciplinary Faculty of Science and Engineering, Department of Mathematics and Computer Science
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