Mapping Class Groups of Nonorientable Surfaces
By Mustafa Korkmaz. 2002
101 citations recorded by the source corpus.
Subfields: Geometry and Topology, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/db2532676f5588430ce526fefe90a5605f46c9da
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Geometry and Topology
- Vincent Guirardel
- Franccois Dahmani
- Nikolai V. Ivanov
- Denis V. Osin
- Alessandro Sisto
- Gilbert Levitt
- D. Groves
- Henry Wilton
In Mathematical Physics
- Vincent Guirardel
- Franccois Dahmani
- Nikolai V. Ivanov
- Denis V. Osin
- Alessandro Sisto
- Gilbert Levitt
- D. Groves
- Henry Wilton
Citations in the corpus
- Fifteen problems about the mapping class groups (2006, result): “See, for example, the result of M. Korkmaz [Ko2], [ Ko3 ].”
- Low-dimensional homology groups of mapping class groups: a survey (2002, unknown): “This result was extended to the punctured cases in [ 27 ].”
- The Isomorphism Problem for All Hyperbolic Groups (2010, background): “nd B is the unmarked peripheral structure defined by its boundary subgroups. Proof. An explicit generating system for MCG∗(Σ) can be obtained from Lickorish [Lic64] in the orientable case, and Korkmaz [Kor02] (see also Chillingworth [Chi69]) in the nonorientable case. One can compute the effect of thi”