summary:Subdirectly irreducible non-idempotent groupoids satisfying $x\cdot xy=y$ and \linebreak $x\cdot yz=xy\cdot xz$ are studied
magma that satisfies the left invertive law: ab ¢ c = cb ¢ ais called an AG-groupoid. The ...
One of the pressing problems in mathematical physics is to find a generalized Poincaré symmetry that...
summary:The paper studies tolerances and congruences on anticommutative conservative groupoids. Thes...
summary:Subdirectly irreducible non-idempotent groupoids satisfying $x\cdot xy=y$ and \linebreak $x\...
summary:Left distributive quasitrivial groupoids are completely described and those of them which ar...
summary:We study the groupoids satisfying both the left distributivity and the left idempotency laws...
Abstract. A groupoid that satisfies the left invertive law: ab·c = cb · a is called an AG-groupoid. ...
summary:We show that group conjugation generates a proper subvariety of left distributive idempotent...
This thesis comprises two parts. In the first part we introduce the notion of a semidirect product o...
A differential groupoid is a structure with one fundamental binary operation satisfying the identiti...
summary:After enumerating isomorphism types of at most five-element left distributive groupoids, we ...
AbstractFinite monogenerated groupoids G satisfying the left distributive law x · (y · z) = (x · y) ...
summary:It is an open question whether the variety generated by the left divisible left distributive...
summary:The idempotent modification of a group is always a subdirectly irreducible algebra
summary:Slim groupoids are groupoids satisfying $x(yz)\=xz$. We find all simple slim groupoids and a...
magma that satisfies the left invertive law: ab ¢ c = cb ¢ ais called an AG-groupoid. The ...
One of the pressing problems in mathematical physics is to find a generalized Poincaré symmetry that...
summary:The paper studies tolerances and congruences on anticommutative conservative groupoids. Thes...
summary:Subdirectly irreducible non-idempotent groupoids satisfying $x\cdot xy=y$ and \linebreak $x\...
summary:Left distributive quasitrivial groupoids are completely described and those of them which ar...
summary:We study the groupoids satisfying both the left distributivity and the left idempotency laws...
Abstract. A groupoid that satisfies the left invertive law: ab·c = cb · a is called an AG-groupoid. ...
summary:We show that group conjugation generates a proper subvariety of left distributive idempotent...
This thesis comprises two parts. In the first part we introduce the notion of a semidirect product o...
A differential groupoid is a structure with one fundamental binary operation satisfying the identiti...
summary:After enumerating isomorphism types of at most five-element left distributive groupoids, we ...
AbstractFinite monogenerated groupoids G satisfying the left distributive law x · (y · z) = (x · y) ...
summary:It is an open question whether the variety generated by the left divisible left distributive...
summary:The idempotent modification of a group is always a subdirectly irreducible algebra
summary:Slim groupoids are groupoids satisfying $x(yz)\=xz$. We find all simple slim groupoids and a...
magma that satisfies the left invertive law: ab ¢ c = cb ¢ ais called an AG-groupoid. The ...
One of the pressing problems in mathematical physics is to find a generalized Poincaré symmetry that...
summary:The paper studies tolerances and congruences on anticommutative conservative groupoids. Thes...