activity
20192026
most citedGroup representation for even and odd involutive commutative residuated chains

13 citations · 13 across the 6 of their papers we have counts for

collaborators

11 papers

math.GR2026

Canonical resolved-transport decomposition and reconstruction of local-unit-aligned ordered semigroups

Sándor Jenei

This paper develops a canonical decomposition and reconstruction theory for local-unit-aligned ordered semigroups. Two coherentizations of the positive-idempotent skeleton are intr…

math.RA2026

A canonical rigid direct-system representation of finite local-unit-aligned totally ordered monoids

Sándor Jenei

We study finite local-unit-aligned totally ordered monoids, that is, finite totally ordered monoids in which each element has coinciding greatest right and left local units. We pro…

math.GR2026

Categorical forms of the rigid direct-system representation for finite local-unit-aligned totally ordered monoids

Sándor Jenei

We study the functorial and categorical structure of the canonical rigid direct-system representation of finite local-unit-aligned totally ordered monoids. The local-unit map i…

math.RA2026

Residual coherentization of balanced residuated partially ordered semigroups

Sándor Jenei

This paper develops a canonical decomposition--reconstruction theory for balanced residuated partially ordered semigroups. The starting point is the intrinsic local-unit map $τ(x)=…

math.LO2023

Densification in classes of involutive commutative residuated lattices

Sándor Jenei

The representation theorem for odd or even involutive FLe-chains by bunches of layer groups, as discussed in [10], is redefined to demonstrate a more straightforward constructional…

math.CT2023

A categorical equivalence for odd or even involutive FL-chains

Sándor Jenei

We exhibit a categorical equivalence between the class of odd or even involutive FL-chains and a class of direct systems of abelian -groups. Restricting this equivalence onl…