In English

Fourier-Whittaker Coefficients of Eisenstein Series on SL(3,A)

Jesper Johansson
Göteborg : Chalmers tekniska högskola, 2017. 88 s.
[Examensarbete på avancerad nivå]

We explore means of evaluating Fourier-Whittaker coefficients on p-adic Lie groups by evaluating in explicit detail these coefficients with respect to a generic unitary character on the upper unipotent subgroup of SL(3,Qp). The method is by expanding the integrand into an explicit complex-valued function on Q3 p and evaluating the resulting integral. This has applications in evaluating similar integrals that appear in compactified type IIB string theory.

Nyckelord: Lie groups, Lie algebras, Automorphic forms, Eisenstein series, p-adic numbers, string theory, mathematical physics.



Publikationen registrerades 2017-07-04. Den ändrades senast 2017-07-04

CPL ID: 250413

Detta är en tjänst från Chalmers bibliotek