| |
|
Description: |
Topologically, a hypermap is a cellular embedding of a connected hypergraph into a closed connected surface. If that underlying surface is orientable, we say that the hypermap is orientable. Otherwise, the hypermap is called nonorientable. We will present some results about nonorientable hypermaps and show how they can be proved modifying the techniques used for orientable hypermaps.
|
|
Date: |
|
| Start Time: |
14:30 |
|
Speaker: |
Daniel Marques Pinto (CMUC, University of Coimbra)
|
|
Institution: |
CMUC, Universidade de Coimbra
|
|
Place: |
Room 5.5
|
| Research Groups: |
-Geometry
|
|
See more:
|
<Main>
|
|
