# Search results for: V. A. Emelichev

Journal of Applied and Industrial Mathematics > 2019 > 13 > 1 > 22-29

*T*

_{1}-stability radius under assumption that arbitrary Hölder norms are given in the solution and criteria spaces. A class of the problems with an infinitely large stability...

Control and Cybernetics > 2018 > Vol. 47, no. 3 > 225--238

Journal of Applied and Industrial Mathematics > 2015 > 9 > 3 > 328-334

Journal of Computer and Systems Sciences International > 2013 > 52 > 4 > 608-617

Cybernetics and Systems Analysis > 2012 > 48 > 3 > 378-386

Control and Cybernetics > 2012 > Vol. 41, no. 1 > 57-79

Cybernetics and Systems Analysis > 2011 > 47 > 3 > 415-425

Cybernetics and Systems Analysis > 2010 > 46 > 1 > 72-79

Russian Mathematics > 2010 > 54 > 5 > 6-14

Control and Cybernetics > 2010 > Vol. 39, no 3 > 811-826

Cybernetics and Systems Analysis > 2009 > 45 > 2 > 274-280

*ε*-regularization is developed that allows replacing the considered problem by perturbed

*ε*-stable problems.

Cybernetics and Systems Analysis > 2008 > 44 > 3 > 397-404

Cybernetics and Systems Analysis > 2007 > 43 > 4 > 571-575

Cybernetics and Systems Analysis > 2007 > 43 > 3 > 462-465

Cybernetics and Systems Analysis > 2007 > 43 > 5 > 759-766

Control and Cybernetics > 2007 > Vol. 36, no 2 > 333-346

Cybernetics and Systems Analysis > 2006 > 42 > 4 > 609-614

_{p}, 1 ≤ p ≤ ∞, is defined on the parameter space of the problem. A formula of the maximum permissible level of perturbations is obtained for the parameters that preserve the efficiency (Pareto optimality) of a given solution. Necessary and sufficient conditions of two types...

Cybernetics and Systems Analysis > 2005 > 41 > 2 > 215-223

_{1}that preserve the lexicographic optimality of a given solution.

Cybernetics and Systems Analysis > 2004 > 40 > 3 > 358-362

*l*

_{1}metrics that preserve the strict effectiveness of the solution.

Automation and Remote Control > 2004 > 65 > 2 > 227-240

*l*

_{1}was obtained. For the vector problem with subtests of the form MINMAX MODUL, the necessary and sufficient stability conditions were established (retention or contraction of the Pareto set for...