Collection of optimization problems. Theory. Examples. Tasks.

The book contains about 700 problems for finding extremes for the finite-dimensional case, for problems of classical calculus of variations, optimal control and convex programming. It contains elements of functional analysis, differential calculus and convex analysis.

The book contains the theory necessary for solving problems and examples. The basis for solving all problems is a single principle that goes back to Lagrangian. Some of the tasks are given with solutions. There are a large number of difficult tasks that can be used as term papers and theses.

For university students majoring in Mathematics and Applied Mathematics, as well as for graduate students and researchers.