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Dr. Matthew Durham, Yale

"Negative curvature phenomena in mapping class groups of surfaces"

Wednesday, January 17, 2018
  4–5:10 p.m.


Location: Surge Building 284
  Parking Information

Category: Colloquium

Description:

Tea time @ 4:00 p.m.
Talk begins @ 4:10 p.m.
Ends @ 5:10 p.m.


Gromov hyperbolicity is a powerful notion of negative curvature for metric spaces and groups which has revolutionized our understanding of many important objects in low dimensional topology, including mapping class groups of finite type surfaces via the work of Masur-Minsky.


I will discuss some of my contributions to the study of mapping class groups, including building a new boundary for them and developing a theory of strong convexity properties for their subgroups, with implications for the geometry of surface group extensions.


http://gauss.math.yale.edu/~md2296/



Additional Information: Math Colloquia

Open to: General Public
Admission: Free
Sponsor: Mathematics

Contact Information:
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