Some aspects of the functor K2 of fields
Chandan Singh Dalawat
math.HOarXiv:math/0311099
Abstract
A review of the connections between K2 of a field and universal central extensions, quadratic forms, central simple algebras, differential forms, abelian extensions, abelian coverings, explicit reciprocity laws, special values of zeta functions, and special values of L-functions. No proofs, minimal bibliography.
Create a lesson
Related papers
Chebyshev and garment cutting. Debunking some myths
Victor Tapia
The suppression thesis in Riemann's Habilitationsvortrag
Victor Tapia
Remembering Solomon Marcus
Florin Nichita
The Erdős--Sós Theorem
David R. Wood
Math for AI safety: an invitation for mathematicians
Lionel Levine
Immensely Questionable Tests
Siyona Agarwal, Julian Bernhoft, Karam Gill et al.