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Core Course Navigator

Linear Algebra

Systems of Linear Equations. Matrices and matrix algebra. Vectors and vector spaces. Linear Independence. Span of a set of vectors. Basis and dimension of a vector space. Linear transformations of vector spaces. Rank of a matrix and the rank theorem. Determinants and their properties. Eigenvalues and eigenvectors. Diagonalization of matrices. Inner products. Orthogonal basis. Gram-Schmidt Orthogonalization. Orthogonal projection of a vector onto a subspace.

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Universal Code: MAT0


Campus Courses

The following courses are associated with the Linear Algebra core course on the listed campus.

Campus
Campus Course
Adirondack
Albany
Alfred State
Brockport
Broome
Canton
Cayuga
Cortland
Empire State
Farmingdale
Finger Lakes
Fulton-Montgomery
Genesee
Genesee
MAT290
Herkimer
Jamestown
Jefferson
Mohawk Valley
Monroe
Morrisville
Morrisville
Oneonta
Onondaga
Orange County
Orange County
Plattsburgh
Potsdam
Purchase
Rockland
Schenectady
Stony Brook
Stony Brook
Suffolk
Sullivan
SUNY Polytechnic
Tompkins Cortland
University at Buffalo
Westchester

Speak with your academic advisor for course guidance prior to registering for courses. Core Courses apply to transfer paths in specific disciplines. For course equivalencies, use the equivalency lookup tools.