%0 Journal Article %A Garashchenko, Fedor G. %A Bashnyakov, Alexander N. %D 1999 %I Begell House %K optimal control, dynamical system, iterative procedures, estimations of the qualitative convergence, specified convergence %N 7-9 %P 6-13 %R 10.1615/JAutomatInfScien.v31.i7-9.210 %T Analysis of a Convergence for Iterative Procedures on the Basis of Methods of Practical Stability %U https://www.dl.begellhouse.com/journals/2b6239406278e43e,69fb601f3b58afbf,3ccd2dc82ade28e0.html %V 31 %X We consider qualitative convergence, i.e. the convergence with specified qualitative characteristics, for analysis properties of iterative procedures. The estimations of the qualitative convergence are constructed with application methods, which are basic for the investigation problems of practical stability of dynamical systems. The analysis of the qualitative convergence of iterative procedures for non-differentiable problems of optimal control for bundle of trajectories was carried out based on theoretical approach. %8 1999-10-01