Abstract: This paper, deals with the concept of gl-groupoid in such a way that every l-groupoid is a gl-groupoid but not conversely. The concepts of gl-semigroup, gl-monoid, residuated generalised lattice and integral gl-groupoid have been identified.. and also Galois connection on a residuated generalised lattice is established. Proved that a complemented integral gl-groupoid satisfying some condition is distributive
We introduce the notions of Glanon groupoids, which are Lie groupoids equipped with multiplicative g...
Abstract. In this paper the definition and some properties of semi-groupoids are considered. Represe...
This a comprehensive modern account of the theory of Lie groupoids and Lie algebroids, and their imp...
Smarandache groupoid ( Zp,!J.) is not partly ordered under Smarandache inclusion relation but it con...
Smarandache groupoid is not partly ordered under Smarandache inclusion relation but it contains some...
A partially ordered group (po-group) is said to be a generalised lattice ordered group (gl-group) if...
Abstract. A groupoid that satisfies the left invertive law: ab·c = cb · a is called an AG-groupoid. ...
The Ehresmann-Schein-Nambooripad theorem, which states that the category of inverse semigroups is is...
This thesis comprises two parts. In the first part we introduce the notion of a semidirect product o...
AbstractThis paper gives an introduction to some results on monodromy groupoids and the monodromy pr...
AbstractThe paper studies hypergroupoids determined by lattices, especially giving necessary and suf...
This paper gives an introduction to some results on monodromy groupoids and the monodromy principle,...
In this paper we introduce the concept of Smarandache groupoids (S-groupoids for short). Groupoids a...
We present discrete dualities for groupoid-based algebras and their associated frames starting from ...
Residuated algebras are a generalization of residuated groupoids; instead of one basic binary operat...
We introduce the notions of Glanon groupoids, which are Lie groupoids equipped with multiplicative g...
Abstract. In this paper the definition and some properties of semi-groupoids are considered. Represe...
This a comprehensive modern account of the theory of Lie groupoids and Lie algebroids, and their imp...
Smarandache groupoid ( Zp,!J.) is not partly ordered under Smarandache inclusion relation but it con...
Smarandache groupoid is not partly ordered under Smarandache inclusion relation but it contains some...
A partially ordered group (po-group) is said to be a generalised lattice ordered group (gl-group) if...
Abstract. A groupoid that satisfies the left invertive law: ab·c = cb · a is called an AG-groupoid. ...
The Ehresmann-Schein-Nambooripad theorem, which states that the category of inverse semigroups is is...
This thesis comprises two parts. In the first part we introduce the notion of a semidirect product o...
AbstractThis paper gives an introduction to some results on monodromy groupoids and the monodromy pr...
AbstractThe paper studies hypergroupoids determined by lattices, especially giving necessary and suf...
This paper gives an introduction to some results on monodromy groupoids and the monodromy principle,...
In this paper we introduce the concept of Smarandache groupoids (S-groupoids for short). Groupoids a...
We present discrete dualities for groupoid-based algebras and their associated frames starting from ...
Residuated algebras are a generalization of residuated groupoids; instead of one basic binary operat...
We introduce the notions of Glanon groupoids, which are Lie groupoids equipped with multiplicative g...
Abstract. In this paper the definition and some properties of semi-groupoids are considered. Represe...
This a comprehensive modern account of the theory of Lie groupoids and Lie algebroids, and their imp...