RT4.1.1: Complex Conjugate Representations 
RT4.1.1: Complex Conjugate Representations
by Robert Donley
Video Lecture 5 of 18
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Date Added: March 14, 2015

Lecture Description

Representation Theory: We look at the complex conjugate of a representation in more detail. We present two equivalent formulations and show the conjugate is equivalent to the dual representation when pi is unitary.

Course Index

Course Description

Doctor Bob provides 18 short video lectures on the introduction to representation theory. Group representations are where group theory meets linear algebra, and important applications arise in various math subjects (number theory, analysis, algebraic geometry), physics, and chemistry.

We consider the basic representation theory of finite groups. Goals include a look at Fourier series/analysis using groups and elementary character theory.

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