We construct finite-dimensional projective representations of the mapping class groups of compact connected oriented surfaces having one boundary component using stated skein algebras.Comment: Parts of the exposition of Sections 2-4 already appeared in the author's unpublished survey arXiv:2105.0956
The variations of Hodge structures of weight one associated to square-tiled surfaces naturally gener...
In this paper, we give presentations of the mapping class groups of marked surfaces stabilizing boun...
In this paper, we give presentations of the mapping class groups of marked surfaces stabilizing boun...
It is proved that the mapping class group of any closed surface with finitely many marked points is ...
We construct embeddings of Kauffman bracket skein algebras of surfaces (either closed or with bounda...
We complete the classification of the pointed Hopf algebras with finite Gelfand-Kirillov dimension t...
Cohen and Taylor introduced Plesken Lie algebras of finite groups and studied their structural prope...
We continue the study of low dimensional linear representations of mapping class groups of surfaces ...
Let $G$ be a connected reductive group defined over a finite field $\mathbb{F}_q$ of characteristic ...
Homological mirror symmetry predicts that there is a relation between autoequivalence groups of deri...
The balanced superelliptic mapping class group is the normalizer of the transformation group of the ...
We classify the finite groups of orthogonal transformations in 4-space, and we study these groups fr...
Abstract. As pointed out to us by Rolf Farnsteiner, the results presented in our paper [1] require a...
We introduce a new invariant, the real (logarithmic)-Kodaira dimension, thatallows to distinguish sm...
We continue the study of low dimensional linear representations of mapping class groups of surfaces ...
The variations of Hodge structures of weight one associated to square-tiled surfaces naturally gener...
In this paper, we give presentations of the mapping class groups of marked surfaces stabilizing boun...
In this paper, we give presentations of the mapping class groups of marked surfaces stabilizing boun...
It is proved that the mapping class group of any closed surface with finitely many marked points is ...
We construct embeddings of Kauffman bracket skein algebras of surfaces (either closed or with bounda...
We complete the classification of the pointed Hopf algebras with finite Gelfand-Kirillov dimension t...
Cohen and Taylor introduced Plesken Lie algebras of finite groups and studied their structural prope...
We continue the study of low dimensional linear representations of mapping class groups of surfaces ...
Let $G$ be a connected reductive group defined over a finite field $\mathbb{F}_q$ of characteristic ...
Homological mirror symmetry predicts that there is a relation between autoequivalence groups of deri...
The balanced superelliptic mapping class group is the normalizer of the transformation group of the ...
We classify the finite groups of orthogonal transformations in 4-space, and we study these groups fr...
Abstract. As pointed out to us by Rolf Farnsteiner, the results presented in our paper [1] require a...
We introduce a new invariant, the real (logarithmic)-Kodaira dimension, thatallows to distinguish sm...
We continue the study of low dimensional linear representations of mapping class groups of surfaces ...
The variations of Hodge structures of weight one associated to square-tiled surfaces naturally gener...
In this paper, we give presentations of the mapping class groups of marked surfaces stabilizing boun...
In this paper, we give presentations of the mapping class groups of marked surfaces stabilizing boun...