Advanced Mathematics for Engineers and Physicists I
Linear algebra, systems of differential equations, stability, Laplace transforms, Fourier series, Fourier transforms, partial differential equations.
MA52700
Credit Hours:
3Learning Objective:
- Know the theory of systems of linear equations
- Know the theory of eigenvalues and eigenvectors and apply it to solve systems of ordinary differential equations and to analyze qualitative features
- Know theoretical properties of Laplace transforms and how to use them
- Know the basic theory of Fourier series and transforms, and how to apply these to solve partial differential equations
Description:
MA 52700 and MA 52800 cover a broad range of mathematical topics useful in early graduate engineering courses.
Topics Covered:
Linear algebra, systems of ordinary differential equations, Laplace transforms, Fourier series and transforms, and partial differential equations.Prerequisites:
Previous experience with linear algebra is strongly recommended. Some familiarity with differential equations is also assumed.Applied / Theory:
20/80Web Address:
https://purdue.brightspace.com