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Host name | clarence.math.msu.ru |
IP address | 158.250.33.64 |
Location | Russia |
Latitude | 55.7386 |
Longitude | 37.6068 |
Timezone | Europe/Moscow |
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Seminars. Group overview. The UBC Mathematics Department has a strong group working in algebraic and geometric topology, which covers classical, equivariant and motivic homotopy theory, K-theory, group cohomology, orbifolds, low-dimensional topology, knot theory, and Heegaard-Floer homology.
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Semitopological groups, Bouziad spaces and topological groups
A semitopological group ( topological group) is a group endowed with a topology for which multiplication is separately continuous (multiplication is jointly continuous and inversion is continuous). Recall that a function that maps from a product of topological spaces X and Y into a topological space Z is said to be jointly continuous at a point ...
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Bibliography of Vassiliev Invariants. Dror Bar-Natan and Sergei Duzhin. Date: Jul. 4, 2013; Entries: 0. This bibliography was started in 1995 by Dror Bar-Natan who maintained it until 2005 when the project was taken over by Sergei Duzhin. Please send (coordinates of) papers, comments, hyperlinks etc. to my lastname at pdmi.ras.ru.
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