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Mendes, S. (2016). Langlands functoriality and K-theory for the reduced C*-algebra of GL(n). Encontro Nacional da Sociedade Portuguesa de Matemática.
S. M. Mendes, "Langlands functoriality and K-theory for the reduced C*-algebra of GL(n)", in Encontro Nacional da Sociedade Portuguesa de Matemática, Barreiro, 2016
@misc{mendes2016_1766305178136,
author = "Mendes, S.",
title = "Langlands functoriality and K-theory for the reduced C*-algebra of GL(n)",
year = "2016",
howpublished = "Outro",
url = "http://enspm16.spm.pt/"
}
TY - CPAPER TI - Langlands functoriality and K-theory for the reduced C*-algebra of GL(n) T2 - Encontro Nacional da Sociedade Portuguesa de Matemática AU - Mendes, S. PY - 2016 CY - Barreiro UR - http://enspm16.spm.pt/ AB - In Langlands conjectures, functoriality is a far-reaching principle, with implications in representation theory, number theory and beyond. In this talk we investigatem base change and automorphic induction, two examples of functoriality, at the level of K-theory for the reduced C*-algebra of GLn(R). As an application, the resemblance between the K-groups of C*_rGL2n(R) and C*_rGLn(C) will be interpreted using automorphic induction. ER -
English