This topic includes: Classic problems in calculus of variations, Euler-Lagrange equations, basic formulation and extensions, constrained problems, sufficient conditions, invariance, canonical forms, minimal surfaces, geodesics.
This topic aims to provide understanding of the role of calculus of variations in diverse problems in science and technology, provide understanding of the relevant mathematical foundations, develop analytic and computational skills for applying calculus of variations.
Timetable details for 2021 are no longer published.