MATH 213A: Numerical Methods For Partial Differential Equations 1

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Units: 4

Hours: Lecture, 3 hours; extra reading, 2 hours; written work, 1 hour

Catalog page 482

Prerequisites: MATH 206B, MATH 207B; graduate standing; or consent of instructor

Description: Introduces standard numerical methods to approximate solutions to parabolic equations; elliptic equations including finite difference; finite element; multi-grid method, spectral method; method of lines; exponential time differencing method; and integration factor method. Investigates stability, accuracy, and convergence of numerical methods. Includes implementation of numerical methods on specific problems.

Derived Information — The following is not part of the official catalog but is computed from catalog data.
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Enrollment History (from UCR Banner, not catalog)
Year F W S Su Total
2025-26  7/25  7/25
2023-24  8/25  8/25
2021-22 14/25 14/25