MATH 135
Ordinary Differential Equations
Description: Lecture, three hours; discussion, one hour. Requisites: courses 33A, 33B. Selected topics in differential equations. Laplace transforms, existence and uniqueness theorems, Fourier series, separation of variable solutions to partial differential equations, Sturm/Liouville theory, calculus of variations, two-point boundary value problems, Green's functions. P/NP or letter grading.
Units: 4.0
Units: 4.0
4 of 5
Most Helpful Review
Spring 2025 - Munoz is a great professor. He went through each of the topics in detail and went through plenty of examples in class, which made the tests quite a lot easier. He follows the given textbook quite well and posts his own notes whenever he uses something that is not directly in the textbook. The midterm and final were very similar to the practice problems and homework problems he gave. My only (minor) complaint was that the homework was very tedious, especially for the Fourier series part of the course. However, both the TA and Munoz were helpful with the homework.
Spring 2025 - Munoz is a great professor. He went through each of the topics in detail and went through plenty of examples in class, which made the tests quite a lot easier. He follows the given textbook quite well and posts his own notes whenever he uses something that is not directly in the textbook. The midterm and final were very similar to the practice problems and homework problems he gave. My only (minor) complaint was that the homework was very tedious, especially for the Fourier series part of the course. However, both the TA and Munoz were helpful with the homework.
AD
AD
4 of 5
