Download PDF by Asher Auel,Brendan Hassett,Anthony Várilly-Alvarado,Bianca: Brauer Groups and Obstruction Problems: Moduli Spaces and

By Asher Auel,Brendan Hassett,Anthony Várilly-Alvarado,Bianca Viray

The contributions during this e-book discover a number of contexts during which the derived class of coherent sheaves on a spread determines a few of its mathematics. This environment offers new geometric instruments for studying parts of the Brauer staff. With a view in the direction of destiny mathematics functions, the publication extends a couple of strong instruments for interpreting rational issues on elliptic curves, e.g., isogenies between curves, torsion issues, modular curves, and the ensuing descent innovations, in addition to higher-dimensional types like K3 surfaces. encouraged through the swift fresh advances in our knowing of K3 surfaces, the publication is meant to foster cross-pollination among the fields of complicated algebraic geometry and quantity theory.

Contributors:

· Nicolas Addington

· Benjamin Antieau

· Kenneth Ascher

· Asher Auel

· Fedor Bogomolov

· Jean-Louis Colliot-Thélène

· Krishna Dasaratha

· Brendan Hassett

· Colin Ingalls

· Martí Lahoz

· Emanuele Macrì

· Kelly McKinnie

· Andrew Obus

· Ekin Ozman

· Raman Parimala

· Alexander Perry

· Alena Pirutka

· Justin Sawon

· Alexei N. Skorobogatov

· Paolo Stellari

· Sho Tanimoto

· Hugh Thomas

· Yuri Tschinkel

· Anthony Várilly-Alvarado

· Bianca Viray

· Rong Zhou

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Brauer Groups and Obstruction Problems: Moduli Spaces and Arithmetic (Progress in Mathematics) by Asher Auel,Brendan Hassett,Anthony Várilly-Alvarado,Bianca Viray


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