MATH 705 - Applied Functional Analysis

(3 units)

This foundational course in the modern methods of applied mathematics and modern computational techniques is geared towards an interdisciplinary audience. Learn to work with finite and infinite-dimensional linear spaces, normed spaces, and inner product spaces including spaces of matrices, polynomials and functions, Banach spaces, Lp-spaces, Hilbert spaces and Sobolev spaces, and linear operators on these spaces.

Maximum units a student may earn: 3

Recommended Preparation: MATH 330.

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. work with finite and infinite dimensional linear spaces, normed spaces, and inner product spaces.
2. perform computations in the spaces of matrices, polynomials and functions.
3. work with linear operators on Banach spaces, Lp-Spaces and Sobolev spaces.

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