Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Characterizations of pi-t-simple ordered semigroups by their ordered idempotents
Contents
- The iterated line graphs of Cayley graphs associated to a commutative ring
- NSE characterization of some Suzuki groups
- Cayley graphs of gyrogroups
- Double magma associated with Ward and double Ward quasigroups
- On Bruck's prolongation and contraction maps
- Minimal bi-ideals in regular and completely regular ordered semigroups
- Covered lateral ideals of ordered ternary semigroups
- Construction of mono-associative quasigroups
- b-lattice of nil-extensions of rectangular skew-rings
- Some results on filters in residuated lattices
- Regularities in ordered ternary semigroups
- Characterizations of pi-t-simple ordered semigroups by their ordered idempotents
- On ordered semigroups without nilpotent ideals
- Computing maximal and minimal subgroups with respect to a given property in certain finite groups
- Some new approaches on prime and composite order Cayley graphs
- On T*-pure ordered semigroups
