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FINITE SEMIGROUPS AND DECIDABILITY OF AMALGAMATION BASES FOR SEMIGROUPS(Algorithmic problems in algebra, languages and computation systems)

机译：半群的有限半群和可判定性（代数，语言和计算系统中的算法问题）

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SHOJI KUNITAKA;
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年度 2006
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1. FINITE SEMIGROUPS AND DECIDABILITY OF AMALGAMATION BASES FOR SEMIGROUPS [J] . KtlNITAKA SHOJI 数理解析研究所讲究录 . 2006,第1503期

机译：半群的有限半群和可判定性
2. THE FULL TRANSFORMATION SEMIGROUPS OF FINITE RANK ARE AMALGAMATION BASES FOR FINITE SEMIGROUPS [J] . Shoji Kunitaka Communications in algebra . 2016,第7a8期

机译：有限秩的全相变半群是有限半群的融合基础
3. Regular Semigroups Which Are Amalgamation Bases for Finite Semigroups [J] . Kunitaka Shoji 代数集刊（英文版） . 2007,第002期

机译：正规半群是有限半群的合并基础
4. Semigroups And Computer Algebra In Finite Discrete Structures [C] . G. Bijev International Conference "Applications of Mathematics in Engineering and Economics" . 2011

机译：半群和有限分立结构的计算机代数
5. Amalgamation of inverse semigroups and operator algebras. [D] . Haataja, Steven P. 2006

机译：逆半群和算子代数的合并。
6. RESULTS ON FINITE SEMIGROUPS DERIVED FROM THE ALGEBRAIC THEORY OF MACHINES [O] . Kenneth Krohn, John Rhodes 1965

机译：由机器代数理论推导的有限半群结果
7. Finite regular semigroups which are amalgamation bases for finite semigroups (Algebraic Semigroups, Formal Languages and Computation) [O] . Shoji Kunitaka 2001

机译：有限规则半群，它们是有限半群（代数半群，形式语言和计算）的合并基础

FINITE SEMIGROUPS AND DECIDABILITY OF AMALGAMATION BASES FOR SEMIGROUPS(Algorithmic problems in algebra, languages and computation systems)

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