MTH-250 Modern Linear Algebra
Modern Linear Algebra is a study of elementary topics of linear algebra which include: matrix algebra and inversion; solving systems of linear equations; determinants; vector spaces, linear dependence, basis and dimension, subspaces; inner product spaces and orthogonality; linear transformations (including matrices); eigenvalues and eigenvectors. An emphasis will be put on formal methods of mathematical proof throughout the course. (Offered fall semester)
Prerequisite
Successful completion of
MTH-236 or equivalent with a grade of C or higher, or concurrent enrollment in
MTH-236.