No.31
準群の代数的理論
Algebraic Theory of Semi-Groups
1967/05/05〜1967/05/07
斎藤 亨
SAITO,TORU
目 次
1.
Recent Study of Semigroups (準群の代数的理論)
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TAMURA,TAKAYUKI
2.
An Algebraic Formulation of Propositional Calculi (準群の代数的理論)
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ISEKI,KIYOSHI
3.
Abstract Properties P Such That Any Semigroup Which is a Semilattice of Commutative Semigroups with P is Commutative (準群の代数的理論)
---47
Department of Mathematics, Shimane University YAMADA,MIYUKI
4.
On N-Semigroups (準群の代数的理論)
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Iwate University SASAKI,MORIO
5.
The Archimedean Property in an Ordered Semigroup (準群の代数的理論)
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SAITO,TORU