Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
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QRS v.20, n.2 (28), 2012
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Prime and weakly prime ideals in semirings
Authors:
M. K. Dubey
Abstract
We study the concept of subtractive prime and weakly prime ideals in a semiring and prove some results analogous to ring theory.
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Contents
Bipolar fuzzy Lie superalgebras
Recursively r-differentiable quasigroups within S-systems and MDS-codes
A characterization of binary invertible algebras of various types of linearity
Generalized IP-loops
D-loops
Prime and weakly prime ideals in semirings
Congruences on completely inverse AG**-groupoids
Construction of subdirectly irreducible SQS-skeins
Clifford congruences on an idempotent-surjective R-semigroup
A new characterization of Osborn-Buchsteiner loops
Left quasi-regular and intra-regular ordered semigroups using fuzzy ideals
On fuzzy ordered semigroups
On finite loops whose inner mapping groups are direct products of dihedral groups and abelian groups
New signature scheme based on difficulty of finding roots
Some remarks on Abel-Grassmann's groupsC
Polyadic groups and automorphisms of cyclic extensions