32 pagesInternational audienceWe give a geometric description of a certain class of epimorphisms between complex reflection groups. We classify these epimorphisms, which can be interpreted as ''morphisms'' between the diagrams symbolizing standard presentations by generators and relations for complex reflection groups and their braid groups
AbstractLet B be the generalized braid group associated to some finite complex reflection group W. W...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...
AbstractIn the present paper, we give a graph-theoretic description for representatives of all the c...
We find presentations for the irreducible crystallographic complex reflection groups W whose linear ...
International audienceFollowing an idea of Gon double dagger alves, Guaschi and Ocampo on the usual ...
Abstract. We give an explicit description in terms of rooted graphs for representatives of all the c...
We show that the morphisms from the braid group with n strands in the mapping class group of a surfa...
Crystallographic complex reflection groups are generated by reflections about affine hyperplanes in ...
AbstractAfter having established elementary results on the relationship between a finite complex (ps...
Abstract. We find all the inequivalent simple root systems for the complex reflection groups G12, G2...
Weyl groups are particular cases of complex reflection groups, i.e. finite subgroups of GLr(C) gener...
none1noWe introduce the class of projective reflection groups which includes all complex reflection ...
The Weyl group used in Lie theory can be generalized into reflection groups in more general division...
Presentations 'a la Coxeter' are given for all (irreducible) finite complex reflection groups. They ...
AbstractLet B be the generalized braid group associated to some finite complex reflection group W. W...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...
AbstractIn the present paper, we give a graph-theoretic description for representatives of all the c...
We find presentations for the irreducible crystallographic complex reflection groups W whose linear ...
International audienceFollowing an idea of Gon double dagger alves, Guaschi and Ocampo on the usual ...
Abstract. We give an explicit description in terms of rooted graphs for representatives of all the c...
We show that the morphisms from the braid group with n strands in the mapping class group of a surfa...
Crystallographic complex reflection groups are generated by reflections about affine hyperplanes in ...
AbstractAfter having established elementary results on the relationship between a finite complex (ps...
Abstract. We find all the inequivalent simple root systems for the complex reflection groups G12, G2...
Weyl groups are particular cases of complex reflection groups, i.e. finite subgroups of GLr(C) gener...
none1noWe introduce the class of projective reflection groups which includes all complex reflection ...
The Weyl group used in Lie theory can be generalized into reflection groups in more general division...
Presentations 'a la Coxeter' are given for all (irreducible) finite complex reflection groups. They ...
AbstractLet B be the generalized braid group associated to some finite complex reflection group W. W...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...
Presentations "à la Coxeter" are given for all (irreducible) finite complex reflection gro...