MATH 266B
Applied Partial Differential Equations
Description: Prerequisite: course 266A or consent of instructor. Classification of equations, classical potential theory, Dirichlet and Neumann problems. Green's functions, spectral theory of Laplace equation in bounded domains, first-order equations, wave equations, Cauchy problem, energy conservation, heat equation, fundamental solution, equations of fluid mechanics and magnetohydrodynamics.
Units: 4.0
Units: 4.0
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Most Helpful Review
Fall 2020 - For 266A, professor Roper is a great teacher and eager to help students, and he is generally clear on courses materials. He can be occasional late in class, but I find that understandable since he can be occupied by his daughter at times. The only con is that he seems never prepare for classes, and can sometimes confuse himself in some proofs (also higher possibility of typos in notes). The tests are fair for a graduate course, and I believe he curved a lot to give out more A’s.
Fall 2020 - For 266A, professor Roper is a great teacher and eager to help students, and he is generally clear on courses materials. He can be occasional late in class, but I find that understandable since he can be occupied by his daughter at times. The only con is that he seems never prepare for classes, and can sometimes confuse himself in some proofs (also higher possibility of typos in notes). The tests are fair for a graduate course, and I believe he curved a lot to give out more A’s.
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