KS_NMVVS1PMNE_CalcofVars_2122_1
Goal: to provide an introduction into some basic problems formulated in terms of the Calculus of Variations.
Course description: key problems are presented from Calculus of Variations as the isoperimetric problem, Euler-Lagrange equation, brachystochron problem, optimization problems (Torricelli points), minimization arguments, variational principles (Ekeland, Borwein-Preiss, Ricceri), critical points, minimax theorems, applications in PDEs.
https://nik.uni-obuda.hu/targyleirasok/wp-content/uploads/2021/10/I-Calculus_of_Variations_Kristaly_2021-2022_I_semester_Kristaly.pdf