Rutgers University 3 credits 642
Theory and applications of partial differential equations. First-order equations: linear and quasi-linear. Hyperbolic systems: shocks. Classification of second-order linear equations. Hyperbolic: characteristics, wave equation. Elliptic: maximum principles, Laplace's and reduced-wave equations. Parabolic: heat equation. Fourier and Laplace transforms. Prerequisites: Advanced calculus, differential equations.
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