A Method for Finding an Optimal Solution of Differential Inclusions and its Application to Interval ODE Systems

Результат исследований: Материалы конференцийтезисынаучная

Язык оригиналаанглийский
СостояниеОпубликовано - 2019
Событиеthe third Silkroad Mathematics Center activities, International Conference on Mathematical Optimization - Пекин, Китай
Продолжительность: 8 апр 2019 → …
http://smc2019.csp.escience.cn/dct/page/1

Конференция

Конференцияthe third Silkroad Mathematics Center activities, International Conference on Mathematical Optimization
СтранаКитай
ГородПекин
Период8/04/19 → …
Адрес в сети Интернет

Цитировать

Фоминых, А. В. (2019). A Method for Finding an Optimal Solution of Differential Inclusions and its Application to Interval ODE Systems. Выдержка из the third Silkroad Mathematics Center activities, International Conference on Mathematical Optimization, Пекин, Китай.
Фоминых, Александр Владимирович. / A Method for Finding an Optimal Solution of Differential Inclusions and its Application to Interval ODE Systems. Выдержка из the third Silkroad Mathematics Center activities, International Conference on Mathematical Optimization, Пекин, Китай.
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title = "A Method for Finding an Optimal Solution of Differential Inclusions and its Application to Interval ODE Systems",
author = "Фоминых, {Александр Владимирович}",
year = "2019",
language = "English",
note = "null ; Conference date: 08-04-2019",
url = "http://smc2019.csp.escience.cn/dct/page/1",

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Фоминых, АВ 2019, 'A Method for Finding an Optimal Solution of Differential Inclusions and its Application to Interval ODE Systems' the third Silkroad Mathematics Center activities, International Conference on Mathematical Optimization, Пекин, Китай, 8/04/19, .

A Method for Finding an Optimal Solution of Differential Inclusions and its Application to Interval ODE Systems. / Фоминых, Александр Владимирович.

2019. Выдержка из the third Silkroad Mathematics Center activities, International Conference on Mathematical Optimization, Пекин, Китай.

Результат исследований: Материалы конференцийтезисынаучная

TY - CONF

T1 - A Method for Finding an Optimal Solution of Differential Inclusions and its Application to Interval ODE Systems

AU - Фоминых, Александр Владимирович

PY - 2019

Y1 - 2019

M3 - Abstract

ER -

Фоминых АВ. A Method for Finding an Optimal Solution of Differential Inclusions and its Application to Interval ODE Systems. 2019. Выдержка из the third Silkroad Mathematics Center activities, International Conference on Mathematical Optimization, Пекин, Китай.