MATH 736 - Numerical Linear Algebra

(3 units)

Numerical linear algebra is at the intersection of numerical analysis and linear algebra and has many applications in mathematics, science and engineering. Its purpose is the design and analysis of algorithms for the numerical solution of matrix problems including their stability. Writing proofs and computer algorithms are required.

Maximum units a student may earn: 3

Recommended Preparation: MATH 330 with a “B” or better or MATH 466/666 with a “C” or better.

Grading Basis: Graded
Units of Lecture: 3
Offered: Every Spring - Odd Years

Student Learning Outcomes
Upon completion of this course, students will be able to:
1. apply algorithms for solving linear systems of equations and least-squares problems.
2. compare properties of classical matrix factorizations.
3. use direct and iterative methods for small and large, dense and sparse matrices.

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