Optimization: algorithms and consistent approximations
Optimization: algorithms and consistent approximations
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The discrete problem of optimal control with mixed constraints was considered from the standpoint of numerical solution. Computational methods are usually based on solving a series of improvement problems. The nonlinear discrete problem and that of nonlinear functional improvement for the variational system were compared. A procedure for constructing an admissible control process improving the original problem from the solution of the reduced problem was described.