DOIAbstract
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence Krammer representation as well as Krammer's faithfulness proof for this linear representation to Artin groups of finite type
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence Krammer representation as well as Krammer's faithfulness proof for this linear representation to Artin groups of finite type
AbstractWe show that the representation, introduced by Lawrence and Krammer to show the linearity of...
¢¡¤£¦¥¨§¤©¨��¥� � We provide a new presentation for the annular braid group. The annular braid group...
lished a theorem of braid group Bn by applying Artin relations. For such a represen-tation, it point...
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...
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...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
This thesis consists of two parts. The first part (chapters 1 and 2) consists of an introduction to ...
This thesis consists of two parts. The first part (chapters 1 and 2) consists of an introduction to ...
AbstractLet B be the generalized braid group associated to some finite complex reflection group W. W...
AbstractLet B be the generalized braid group associated to some finite complex reflection group W. W...
In the early 2000s, Daan Krammer and Stephen Bigelow independently proved that braid groups are line...
Abstract. A group is called linear if it has a faithful linear (com-plex) representation. Another wa...
The recent proof by Bigelow and Krammer that the braid groups are linear opens the possibility of ap...
AbstractWe show that the representation, introduced by Lawrence and Krammer to show the linearity of...
¢¡¤£¦¥¨§¤©¨��¥� � We provide a new presentation for the annular braid group. The annular braid group...
lished a theorem of braid group Bn by applying Artin relations. For such a represen-tation, it point...
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...
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...
Recent results on the linearity of braid groups are extended in two ways. We generalize the Lawrence...
This thesis consists of two parts. The first part (chapters 1 and 2) consists of an introduction to ...
This thesis consists of two parts. The first part (chapters 1 and 2) consists of an introduction to ...
AbstractLet B be the generalized braid group associated to some finite complex reflection group W. W...
AbstractLet B be the generalized braid group associated to some finite complex reflection group W. W...
In the early 2000s, Daan Krammer and Stephen Bigelow independently proved that braid groups are line...
Abstract. A group is called linear if it has a faithful linear (com-plex) representation. Another wa...
The recent proof by Bigelow and Krammer that the braid groups are linear opens the possibility of ap...
AbstractWe show that the representation, introduced by Lawrence and Krammer to show the linearity of...
¢¡¤£¦¥¨§¤©¨��¥� � We provide a new presentation for the annular braid group. The annular braid group...
lished a theorem of braid group Bn by applying Artin relations. For such a represen-tation, it point...
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