Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Characterization of inverse ordered semigroups by their ordered idempotents and bi-ideals
Contents
- On the properties of zero-divisor graphs of posets
- Continuous homomorphisms, the left-gyroaddition action and topological quotient gyrogroups
- From quotient trigroups to groups
- The transitivity of primary conjugacy in a class of semigroups
- Hyperidentities with permutations leading to the isotopy of invertible binary algebras to a group
- Translatability determines the structure of certain types of idempotent quasigroups
- Characterization of inverse ordered semigroups by their ordered idempotents and bi-ideals
- The equivalence graph of the comaximal graph of a group
- Matched pairs of m-invertible Hopf quasigroups
- Computational approach for intransitive action of Delta(2,4,k) on PL(Fq)
- On regularities in po-ternary semigroups
- Table of marks and markaracter table of certain finite groups
