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This document contains the homework problem sheet 5 from a numerical methods for partial differential equations course. It includes 4 problems related to linear output functionals on the unit disk, heat conduction with non-local boundary conditions, minimization of a quadratic functional, and solving the Poisson equation in polar coordinates. Each problem has multiple subparts asking students to identify bilinear forms, prove continuity, derive partial differential equations, and interpret physical boundary

Author

Mohamed Jaawane

Language

EN