Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Unbounded direct sums of cyclic p-groups\\ are characteristically inert socle-regular groups
Contents
- On graded 2-absorbing and strongly 2-absorbing secondary submodules
- Nil extensions of Clifford ordered semigroups
- From trigroups to Leibniz 3-algebras
- Topological semigroups from quasi-pseudometrics and quasi-norms: an asymmetric generalization
- Unbounded direct sums of cyclic p-groups\\ are characteristically inert socle-regular groups
- Extensions of the Klein-4 group\\ and signed products
- On the symplectic groups PSp(8,q) by a conjugacy class size and order of the group
- Second semimodules over commutative semirings
- Mate I Loops
- Isotopic classes of transversals in finite simple groups
- Algebras of associative and autodistributive hyperoperations
- Invo-regular clean rings
- Annihilator graph of a commutative semigroup \\ whose zero divisor graph is a star graph
- Green's relations on a semigroup of transformations\\ with restricted partial range
