MATH-GA 2500

Partial Differential Equations

New York University · UGRD · Fall 2026

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Local existence theory: Cauchy-Kowalewsky theorem. Laplaces equation, harmonic functions, maximum principle, single and double layer potential. Fourier transform and distributions. Sobolev spaces. Elliptic boundary value problems. The Cauchy problem for the heat equation, wave equation. Local well posedness for semilinear Cauchy problems.

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Class #new_york-MATHGA2500Fall 2026UGRD3 credits
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