In this snapshot we introduce configuration spaces and explain how a mathematician studies their ‘shape’. This will lead us to consider paths of configurations and braid groups, and to explore how algebraic properties of these groups determine features of the spaces
We study the problem of computing the homology of the configuration spaces of a finite cell complex ...
AbstractThis brief report discusses some recent discoveries regarding Artin's braid groups, concentr...
10.1090/S0894-0347-05-00507-2Journal of the American Mathematical Society192265-32
A configuration space is a space whose points represent the possible states of a given physical syst...
A configuration space is a space whose points represent the possible states of a given physical syst...
Configuration spaces form a rich class of topological objects which are not usually presented to an ...
Configuration spaces form a rich class of topological objects which are not usually presented to an ...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Configuration Space on trees comes naturally from problems in engineering and has its own importance...
The main results of this article are certain connections between braid groups and the homotopy group...
Braid groups are an important and flexible tool used in several areas of science, such as Knot Theor...
We prove Farber's conjecture on the stable topological complexity of configuration spaces of graphs....
We study the problem of computing the homology of the configuration spaces of a finite cell complex ...
AbstractThis brief report discusses some recent discoveries regarding Artin's braid groups, concentr...
10.1090/S0894-0347-05-00507-2Journal of the American Mathematical Society192265-32
A configuration space is a space whose points represent the possible states of a given physical syst...
A configuration space is a space whose points represent the possible states of a given physical syst...
Configuration spaces form a rich class of topological objects which are not usually presented to an ...
Configuration spaces form a rich class of topological objects which are not usually presented to an ...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 Septem...
Configuration Space on trees comes naturally from problems in engineering and has its own importance...
The main results of this article are certain connections between braid groups and the homotopy group...
Braid groups are an important and flexible tool used in several areas of science, such as Knot Theor...
We prove Farber's conjecture on the stable topological complexity of configuration spaces of graphs....
We study the problem of computing the homology of the configuration spaces of a finite cell complex ...
AbstractThis brief report discusses some recent discoveries regarding Artin's braid groups, concentr...
10.1090/S0894-0347-05-00507-2Journal of the American Mathematical Society192265-32
DOI
Add to ORKG