AbstractThis paper shows that the complex representations of the general linear groupoid over a fixed finite field form a braided monoidal category which is furthermore describable in terms of generators and relations
The object of the theory of Group Representation is the study of all homomorphisms of a given group ...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
We first recall the notion of a groupoid as a certain categorical generalization of a group along wi...
It is well known that braid groups act naturally on (powers of) objects of a braided monoidal catego...
AbstractIt is well known that braid groups act naturally on (powers of) objects of a braided monoida...
This is a report on aspects of the theory and use of monoidal categories. The first section introduc...
Let F be a field, let G be a finite group, and let π be a linear representation of G over F; that is...
A PROB is a "product and braid" category. Such categories can be used to encode the structure borne ...
The theory of group representations deals with the classification of homomorphisms of the abstract g...
The main aim of this appendix is to discuss, for any finite group G, a close connection between brai...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...
We identify natural symmetries of each rigid higher braided category. Specifically, we construct a f...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...
The object of the theory of Group Representation is the study of all homomorphisms of a given group ...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
We first recall the notion of a groupoid as a certain categorical generalization of a group along wi...
It is well known that braid groups act naturally on (powers of) objects of a braided monoidal catego...
AbstractIt is well known that braid groups act naturally on (powers of) objects of a braided monoida...
This is a report on aspects of the theory and use of monoidal categories. The first section introduc...
Let F be a field, let G be a finite group, and let π be a linear representation of G over F; that is...
A PROB is a "product and braid" category. Such categories can be used to encode the structure borne ...
The theory of group representations deals with the classification of homomorphisms of the abstract g...
The main aim of this appendix is to discuss, for any finite group G, a close connection between brai...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...
We identify natural symmetries of each rigid higher braided category. Specifically, we construct a f...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...
The object of the theory of Group Representation is the study of all homomorphisms of a given group ...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
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