Q-GROUPOIDS AND THEIR COHOMOLOGY
DOIAbstract
We approach Mackenzie’s LA-groupoids from a supergeometric point of view by introducing Q-groupoids, which are groupoid objects in the cat
We approach Mackenzie’s LA-groupoids from a supergeometric point of view by introducing Q-groupoids, which are groupoid objects in the cat
Abstract. A “geometric ” concept of the GS–deltoid is introduced and investigated in the general GS–...
Title from PDF of title page (University of Missouri--Columbia, viewed on September 18, 2013).The en...
The book provides a comprehensive introduction to the many aspects of the subject of basic hypergeom...
We approach Mackenzie\u27s L{script}A{script}-groupoids from a supergeometric point of view by intro...
We approach Mackenzie\u27s L{script}A{script}-groupoids from a supergeometric point of view by intro...
Q-groupoids and Q-algebroids are, respectively, supergroupoids and superalgebroids that are equipped...
A groupoid $(Q,·)$ is said to be quadratical if the identity (1) $$ab· a = ca · bc$$ holds and if $...
A Q-algebroid is a graded Lie algebroid equipped with a compatible homological vector field and is t...
A Q-algebroid is a graded Lie algebroid equipped with a compatible homological vector field and is t...
Abstract. It is known that if X is a topological group, then the fundamen-tal groupoid pi1(X) is a g...
Groupoidification is a form of categorification in which vector spaces are replaced by groupoids and...
Groupoidification is a form of categorification in which vector spaces are replaced by groupoids and...
\u3cp\u3eThis paper defines the q-analogue of a matroid and establishes several properties like dual...
This paper defines the q-analogue of a matroid and establishes several properties like duality, rest...
Groupoids are mathematical structures that have proved to be useful in many areas, ranging from cate...
Abstract. A “geometric ” concept of the GS–deltoid is introduced and investigated in the general GS–...
Title from PDF of title page (University of Missouri--Columbia, viewed on September 18, 2013).The en...
The book provides a comprehensive introduction to the many aspects of the subject of basic hypergeom...
We approach Mackenzie\u27s L{script}A{script}-groupoids from a supergeometric point of view by intro...
We approach Mackenzie\u27s L{script}A{script}-groupoids from a supergeometric point of view by intro...
Q-groupoids and Q-algebroids are, respectively, supergroupoids and superalgebroids that are equipped...
A groupoid $(Q,·)$ is said to be quadratical if the identity (1) $$ab· a = ca · bc$$ holds and if $...
A Q-algebroid is a graded Lie algebroid equipped with a compatible homological vector field and is t...
A Q-algebroid is a graded Lie algebroid equipped with a compatible homological vector field and is t...
Abstract. It is known that if X is a topological group, then the fundamen-tal groupoid pi1(X) is a g...
Groupoidification is a form of categorification in which vector spaces are replaced by groupoids and...
Groupoidification is a form of categorification in which vector spaces are replaced by groupoids and...
\u3cp\u3eThis paper defines the q-analogue of a matroid and establishes several properties like dual...
This paper defines the q-analogue of a matroid and establishes several properties like duality, rest...
Groupoids are mathematical structures that have proved to be useful in many areas, ranging from cate...
Abstract. A “geometric ” concept of the GS–deltoid is introduced and investigated in the general GS–...
Title from PDF of title page (University of Missouri--Columbia, viewed on September 18, 2013).The en...
The book provides a comprehensive introduction to the many aspects of the subject of basic hypergeom...
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