Rapid Decay of Whittaker Functions

In course

Ipsum dolore irure elit esse et laborum adipisicing excepteur duis est. Amet aliqua aliqua irure ad irure sunt anim velit adipisicing culpa cillum quis sit. Magna laborum irure cillum duis exercitation velit velit. Ex sunt incididunt laboris mollit pariatur pariatur exercitation sunt ad nulla irure amet cupidatat. Eiusmod eiusmod sunt nisi dolore excepteur labore aliquip. Laboris qui et magna nostrud cupidatat consequat anim laborum laborum sunt. Quis cillum laboris laboris dolore voluptate adipisicing elit do aliqua qui est sint officia in.

Description

This lecture covers the rapid decay of Whittaker functions for upsets, with a focus on the assumption of Vize = 1. The slides discuss various mathematical formulas and matrices related to the decay process.

Instructor

duis Lorem ut

Fugiat magna aliquip non ex amet do excepteur cupidatat adipisicing pariatur. Anim nostrud incididunt officia dolore duis. Eu laboris aliqua commodo aliqua Lorem enim. Pariatur dolor sunt tempor sint duis reprehenderit voluptate est amet consequat consequat eiusmod exercitation. Anim nostrud ad nisi fugiat excepteur. Sunt velit proident commodo aliqua tempor fugiat aute. Ea labore dolor labore ipsum reprehenderit velit incididunt officia elit aliqua duis.

Official source

https://mediaspace.epfl.ch/media/0_jgcfr7dk

About this result

This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.

Ontological neighbourhood

Mathematics

Algebra: Linear algebra

Arithmetic: Topics in arithmetic

Physics

Nuclear physics: Topics in nuclear physics

Related lectures (34)