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DTSTART:20180612T160000
DTEND:20180612T173000
DTSTAMP:20190922T111004
SUMMARY:Colloquium Mike Wolf
DESCRIPTION: Sheared Pleated surfaces and Limiting Configurations for Hitchin's equations\n Abstract: A recent work by Mazzeo-Swoboda-Weiss-Witt describes a stratum of the frontier of the space of SL(2,C) surface group representations in terms of 'limiting configurations' which solve a degenerated version of Hitchin's equations on a Riemann surface. We interpret these objects, originally defined gauge-theoretically, in terms of the hyperbolic geometric objects of shearings of pleated surfaces. The two perspectives are related via a third, the shapes of harmonic maps of surfaces. We aim to introduce the elements we need from each of the three areas. (Joint with Andreas Ott, Jan Swoboda, and Richard Wentworth.)\n \nSpeaker: Mike Wolf (Rice University, Texas)
UID:UL-118398
LOCATION:Maison du Savoir
MSA 3.370
URL:https://www.uni.lu/recherche/fstc/mathematics_research_unit/news/colloquium_mike_wolf
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