Overview
Description
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.
Requirements
Recommended Preparation
MATH 330
Original catalog text
Recommended Preparation
Recommended Preparation: MATH 330.
Units
Lecture3
Catalog Details
Offering
Offered: Every Spring - Odd Years
Terms
spring
Attributes
Standard
Learning Outcomes
- work with finite and infinite dimensional linear spaces, normed spaces, and inner product spaces.
- perform computations in the spaces of matrices, polynomials and functions.
- work with linear operators on Banach spaces, Lp-Spaces and Sobolev spaces.