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Campus | Haverford |
Semester | Spring 2018 |
Registration ID | MATHH204B001 |
Course Title | Differential Equations |
Credit | 1.00 |
Department | Mathematics |
Instructor | Stachura,Eric |
Times and Days | MWF 12:30pm-01:30pm
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Room Location | HLS11 |
Additional Course Info | Class Number: 1669 An introduction to the theory of ordinary differential equations (ODEs) including algebraic techniques for solving a single ODE or a linear system of ODEs, numerical techniques for generating approximate solutions, geometric techniques for displaying solutions to understand their behavior, and some key theorems (such as existence and uniqueness of solutions). The focus of this course will be on applications of the methods and solving real systems. Topics include first and second order equations, Laplace Transform, first and second order systems, nonlinear systems, Fourier series methods. The last part of the course will be an introduction to partial differential equations (PDEs). ; Prerequisite(s): MATH 215 and MATH 121 (or 216) or consent of instructor. Quantitative (QU) |
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