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Regensburg Seminar in Homotopy Theory and related Areas

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algebraic geometry algebraic topology category theory differential geometry K-theory and homology metric geometry

Audience:	Researchers in the topic
Seminar series time:	Thursday 10:15-11:45 in your time zone, UTC
Organizer:	Bunke*
	*contact for this listing

Please send an email to u.bunke@googlemail.com in order to get access information!

Upcoming talks

Past talks

Your time			Speaker	Title
Thu	May 20	10:15	Daniel Grady	Extended field theories are local and have classifying spaces
Thu	May 27	10:15	Tashi Walde	TBA
Thu	Jun 10	10:15	Hadrian Heine	TBA
Thu	Jun 17	10:15	Mauro Porta	TBA
Thu	Jul 08	10:15	Manuel Krannich	TBA

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Your time			Speaker	Title
Thu	May 06	10:15	Fabian Hebestreit	Stable moduli spaces of hermitian forms
Thu	Apr 29	10:15	Ulrich Pennig	Equivariant higher twisted K-theory of SU(n) via exponential functors
Thu	Apr 22	10:15	Georgios Raptis	Thinking about the Transfer Index Conjecture
Thu	Apr 15	10:15	Markus Szymik	Algebraic K-theory of Lawvere theories
Thu	Feb 11	11:15	Martina Rovelli	Exploring (∞, n)-categories through n-complicial sets
Thu	Feb 04	11:15	Drew Heard	Support theory for triangulated categories in algebra and topology
Thu	Jan 28	11:15	Christopher Wulf	Secondary cup and cap products in coarse geometry
Thu	Jan 21	11:15	Charanya Ravi	Equivariant virtual fundamental classes
Thu	Jan 14	11:15	Jan Spakula	Quasi-locality and rigidity of Roe algebras
Thu	Jan 07	11:15	Vladimir Sosnilo	On nilpotent extensions of ∞-categories and the cyclotomic trace
Thu	Dec 17	11:15	Christian Voigt	Bicategorical constructions with C^*-categories
Thu	Dec 10	11:15	Edoardo Lanari	Fibrations and lax limits of (oo,2)-categories
Thu	Dec 03	11:15	Calista Bernard	Twisted Homology Operations
Thu	Nov 26	11:15	Lyne Moser	A double (∞,1)-categorical nerve for double categories
Thu	Nov 19	11:15	Irakli Patchkoria	On the Balmer spectrum of derived Mackey functors
Thu	Nov 12	11:15	Georgios Raptis	Higher homotopy categories
Thu	Nov 05	11:15	Julian Kranz	An identification of the Baum-Connes and Davis-Lück assembly maps

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