Moldova

[12]Emelichev V.A., Kuzmin K.G. Stability radius of an e cient solution of a vector problem of integer linear programming in the H¨older metric. Cybernetics and Systems Analysis, 2006, 42, No. 4, 609–614.

[13]Emelichev V.A., Kuzmin K.G. A general approach to studying the stability of a Pareto optimal solution of a vector integer linear programming problem. Discrete Math. Appl., 2007, 17, No. 4, 349–354.

[14]Emelichev V.A., Karelkina O.V. Finite cooperative games: parametrisation of the concept of equilibrium (from Pareto to Nash) and stability of the e cient situation in the H¨older metric. Discrete Math. Appl., 2009, 19, No. 3, 229–236.

[15]Emelichev V.A., Kuzmin K.G. Stability radius of a vector integer linear programming problem: case of a regular norm in the space of criteria. Cybernetics and Systems Analysis, 2010, 46, No. 1, 72–79.

[16]Emelichev V.A., Korotkov V.V. On stability of a vector Boolean investment problem with Wald’s criteria. Discrete Math. Appl., 2012, 22, No. 4, 367–381.

[17]Emelichev V., Korotkov V., Nikulin Yu. Post-optimal analysis for Markowitz’s multicriteria portfolio optimization problem. Journal MultiCrit. Decis. Anal., 2014, 21, 95–100.

[18]Emelichev V.A., Kotov V.M., Kuzmin K.G., Lebedeva T.T., Semenova N.V., Sergienko T.I. Stability and e ective algorithms for solving multiobjective discrete optimization problems with incomplete information. Journal Automation and Information Sciences, 2014, 26, No. 2, 27–41.

[19]Emelichev V., Korotkov V. Stability analysis of Pareto optimal portfolio of multicriteria investment maximin problem in the H¨older metric. Bulletin of the Academy of Sciences of Moldova, Mathematics, 2012, No. 3 (70), 63–71.

[20]Emelichev V., Korotkov V. On stability of multicriteria investment Boolean problem with Wald’s e ciency criteria. Bulletin of the Academy of Sciences of Moldova, Mathematics, 2014, No. 1 (74), 3 13.

[21]Emelichev V., Кarelkina O. Stability radius bounds for multicriteria Markowitz portfolio problem with venturesome investor criteria. Bulletin of the Academy of Sciences of Moldova, Mathematics, 2015, No. 1.

[22]Emelichev V.A., Kuzmin K.G. Estimating the stability radius of the vector MAX-CUT problem. Discrete Math. Appl., 2013, 23, No. 2, 145–152.

11

[23]Podinovski V.V., Nogin V.D. Pareto-optimal’nye resheniya mnogokriterial’nykh zadach. Pareto-optimal solutions of multicriteria problems, FIZMATLIT, Moscow, 2007.

[24]Бухтояров С.Е., Емеличев В.И. О радиусе устойчивости решений векторного варианта одной инвестиционной задачи. Дискретный анализ и исследование операций, 2015, 22, No. 2, 5–16 (in Russian).

[25]Емеличев В.А., Коротков В.В. Анализ устойчивости многокритериальной булевой задачи в случае нормы Гёльдера в пространстве решений. Вестник БГУ, Сер. 1, 2013, No. 3, 100 103 (in Russian).

[26]Емеличев В.А., Устилко Е.В. Постоптимальный анализ инвестиционной задачи с критериями крайнего оптимизма. Прикладная дискретная математика, 2014, No. 3, 117 123 (in Russian).

[27]Леонтьев В.К. Устойчивость в линейных дискретных задачах. В сб.: Проблемы кибернетики. М.: Наука, 1979, 35, 169 184 (in Russian).

12