Description:
Abstract finite and infinite dimensional vector and inner product spaces; subspaces: spanning and linear independence, bases, dimension, coordinates, linear transformations: eigenvalues and eigenvectors, diagonalization, isomorphism, projections, spectral theorems, canonical forms; selected additional topics.

Prerequisites:
MATH 213 or MATH 220 , and MATH 300 .

3 cr.

Facebook this Page (opens a new window)

Tweet this Page (opens a new window)

Add to Portfolio (opens a new window)