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

Date

Type

Examensarbete för masterexamen
Master Thesis

Model builders

Journal Title

Journal ISSN

Volume Title

Publisher

Abstract

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.

Description

Keywords

Building Futures, Energi, Materialvetenskap, Grundläggande vetenskaper, Hållbar utveckling, Innovation och entreprenörskap (nyttiggörande), Fysik, Building Futures, Energy, Materials Science, Basic Sciences, Sustainable Development, Innovation & Entrepreneurship, Physical Sciences

Citation

Architect

Location

Type of building

Build Year

Model type

Scale

Material / technology

Index

Collections

Endorsement

Review

Supplemented By

Referenced By