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Applied Calculus and Linear Algebra

Faculty of ScienceMathematics
Credits3
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Semester offeredSemester 1 (Fall)
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Last updated3 months ago

Description

Linear algebra in real coordinate space: eigenvalues and diagonalization, applications; orthogonality, Gram-Schmidt process, orthogonal projection; spectral theorem for symmetric matrices; singular value decomposition; positive definite matrices. Multivariable calculus: partial derivatives; linear and quadratic approximation; directional derivatives and gradient; classification of extreme values; constrained optimization. Examples and applications in data science.

Course outline
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