Math Physics Seminar

William Klink
Generalized quartic anharmonic oscillator solutions

There are a number of methods for solving the one dimensional Schroedinger equation with polynomial potentials.  We present a method based on the relationship between polynomial potentials and nilpotent groups.  In particular we analyze the quartic anharmonic oscillator with the help of a nilpotent group called the quartic group and present solutions called quasi-exact solvable (QES) solutions.  Applications to external electromagnetic field problems are also discussed.

Zoom: ID 963 1959 0923

Event Date: 
October 6, 2020 - 2:30pm to 3:20pm
Online & 309 VAN
Calendar Category: 
Seminar Category: 
Mathematical Physics