Pages that link to "Item:Q5742821"

The following pages link to Green’s relations and regularity on some subsemigroups of transformations that preserve equivalences (Q5742821):

Displaying 19 items.

• Green's relations and regularity for semigroups of transformations that preserve order and a double direction equivalence. (Q415524) (← links)
• A note on Green's relations in the semigroups \(T(X,\rho)\). (Q731316) (← links)
• Green's relations and stability for subsemigroups (Q786011) (← links)
• Green's equivalences on semigroups of transformations preserving order and an equivalence relation. (Q818959) (← links)
• Green's relations for regular operators in the operator semigroup (Q847439) (← links)
• Green's relations and regularity for semigroups of transformations that preserve double direction equivalence. (Q982203) (← links)
• Green's relations on a semigroup of transformations with restricted range that preserves an equivalence relation and a cross-section (Q1634396) (← links)
• A regular \(\alpha\)-semigroup inducing a certain lattice (Q1916043) (← links)
• Some results on semigroups of transformations restricted by an equivalence (Q2043588) (← links)
• Regularity and Green's relations on semigroups of transformations with restricted range that preserve an equivalence (Q2308105) (← links)
• Green's relations and regularity for semigroups of transformations that preserve reverse direction equivalence. (Q2428565) (← links)
• Green's relations on semigroups of transformations preserving two equivalence relations. (Q3054341) (← links)
• Green's relations on a kind of semigroups of linear transformations. (Q3054398) (← links)
• Regularity and Green's relations on a class of semigroups (Q3131807) (← links)
• Regularity and Green relations on the semigroup \({T_n}\left( k \right)\) (Q3131816) (← links)
• (Q3501935) (← links)
• (Q4928012) (← links)
• Left and right regular elements of the semigroups of transformations preserving an equivalence relation and a cross-section (Q5223087) (← links)
• (Q5858973) (← links)