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Address: University of California, Los Angeles Department of Mathematics 520 Portola Plaza, Box 951555 Los Angeles, CA 90095-1555 Office: MS 6617D Phone: (310) 825-3068 Email: antieau at math.ucla.edu |
Teaching:
Publications and Preprints:
B. Antieau and B. Williams, Serre-Godeaux varieties and the etale index, submitted. [arxiv:1205].
B. Antieau, D. Gepner, and J. M. Gomez, On the uniqueness of twisted K-theory, submitted. [arxiv:1106].
B. Antieau and B. Williams, The period-index problem for twisted topological K-theory, submitted. [arxiv:1104].
B. Antieau, A. Ovchinnikov, and D. Trushin, Galois theory of difference equations with periodic parameters. [arxiv:1009].
B. Antieau, On a theorem of Hazrat and Hoobler, to appear in Proc. Amer. Math. Soc. [arxiv:1104].
B. Antieau, Cohomological obstruction theory for Brauer classes and the period-index problem, Journal of K-theory 8 (2011), no. 3, 419-435. [arxiv:0909].
B. Antieau, Cech approximation to the Brown-Gersten spectral sequence, Homology, Homotopy and Applications 13 (2011), no. 1, 319-348. [arxiv:0912].
18-25 February 2012: MIT.
15-17 April 2012: Wayne State University.
17-21 April 2012: University of Western Ontario.
11-15 June 2012: Virginia conference on algebraic topology, UVA.
16-20 July 2012: Workshop on K-theory and quantum fields, Vienna.
16-21 July 2012: Advances in K-theory summer school, Stanford. Registration.
23-27 July 2012: Algebraic topology: applications and new directions, Stanford.
27 July - 5 August 2012: Cohomology and support in representation theory, University of Washington.
13-17 August 2012: Strings and automorphic forms in topology, Bochum, Germany.
20-26 August 2012: Fourth Arolla conference on algebraic topology, Arolla, Switzerland.
6-8 October 2012: Memorial conference for Dan Quillen, MIT.
10 January - 23 May 2014: Algebraic topology, MSRI.
12-16 December 2011: International workshop on motivies, Tokyo.
22-25 March 2011: K-Theory and motives on the occasion of the 60th birthday of Andrei Suslin, UCLA.
17-21 January 2011: Deformation theory, patching, quadratic forms, and the Brauer group, AIM.