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MATH227 - Honors Linear Algebra II

Review of vector space axioms, subspaces and quotients; span; linear independence; Gram-Schmidt process; projections; methods of least squares; linear transformations and their matrix representations with respect to arbitrary bases; change of basis; eigenvectors and eigenvalues; triangularization and diagonalization; canonical forms (Schur, Jordan, spectral theorem). Prerequisite: MATH 127 or equivalent. Students with MATH 102 or 125 will be admitted with consent of Department. Note: Credit can be obtained in at most one of MATH 225 or 227.

Winter Term 2019

Lecture Sections

Winter Term 2019 - LEC Q1 (88624)

MWF 09:00:00 - 09:50:00 (SAB 436)
Instructor: TBD

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