Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Characterizing monomorphisms of actions on directed complete posets (S-dcpo)
Contents
- On generalized associativity in groupoids
- Characterizations of Clifford semigroups and t-Putcha semigroups by their quasi-ideals
- Normal edge-transitive Cayley graphs on certain groups of orders 4n and 8n
- Filter theory in EQ-algebras based on soft sets
- Minimal ideals of Abel-Grassmann's groupoids
- Flocks, groups and heaps, joined with semilattices
- On 2-absorbing ideals in commutative semirings
- On the principal (m,n)-ideals in the direct product of two semigroups
- Characterizing monomorphisms of actions on directed complete posets (S-dcpo)
- Some properties of a graph associated to a lattice
- Steiner loops satisfying the statement of Moufang's theorem
- On injective and subdirectly irreducible S-posets over left zero posemigroups
- Dynamic groups
- On the generalization of Breser theorems
- Characterizations of ordered k-regular semirings by closure operations
