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Optimality conditions for an exhausterable function on an exhausterable set. / Аббасов, Меджид Эльхан оглы.

2021. Abstract from EUROPT 2021, the 18th international workshop on continuous optimization, Toulouse, France, Toulouse, France.

Research output: Contribution to conference › Abstract › peer-review

Harvard

Аббасов, МЭО 2021, 'Optimality conditions for an exhausterable function on an exhausterable set', EUROPT 2021, the 18th international workshop on continuous optimization, Toulouse, France, Toulouse, France, 7/07/21 - 9/07/21. <https://europt2021.recherche.enac.fr/?page_id=743>

APA

Аббасов, М. Э. О. (2021). Optimality conditions for an exhausterable function on an exhausterable set. Abstract from EUROPT 2021, the 18th international workshop on continuous optimization, Toulouse, France, Toulouse, France. https://europt2021.recherche.enac.fr/?page_id=743

Vancouver

Аббасов МЭО. Optimality conditions for an exhausterable function on an exhausterable set. 2021. Abstract from EUROPT 2021, the 18th international workshop on continuous optimization, Toulouse, France, Toulouse, France.

Author

Аббасов, Меджид Эльхан оглы. / Optimality conditions for an exhausterable function on an exhausterable set. Abstract from EUROPT 2021, the 18th international workshop on continuous optimization, Toulouse, France, Toulouse, France.

BibTeX

@conference{8aa5c16295dd4134af6c95e43249b056,
title = "Optimality conditions for an exhausterable function on an exhausterable set",
abstract = "Exhausters were proposed by V.F.Demyanov. These are families of convex compact sets that allow one to represent the directional derivative of the studied function at a point in the form of minmax or maxmin of linear functions. Functions for which such a representation is valid we call exhausterable. The set which is defined via exhausterable function is also called exhausterable. In the present work we describe optimality conditions for an exhausterable function on an exhausterable set. ",
author = "Аббасов, {Меджид Эльхан оглы}",
year = "2021",
month = jul,
day = "7",
language = "English",
note = "EUROPT 2021, the 18th international workshop on continuous optimization, Toulouse, France ; Conference date: 07-07-2021 Through 09-07-2021",
url = "http://europt2021.recherche.enac.fr/",

}

RIS

TY - CONF

T1 - Optimality conditions for an exhausterable function on an exhausterable set

AU - Аббасов, Меджид Эльхан оглы

PY - 2021/7/7

Y1 - 2021/7/7

N2 - Exhausters were proposed by V.F.Demyanov. These are families of convex compact sets that allow one to represent the directional derivative of the studied function at a point in the form of minmax or maxmin of linear functions. Functions for which such a representation is valid we call exhausterable. The set which is defined via exhausterable function is also called exhausterable. In the present work we describe optimality conditions for an exhausterable function on an exhausterable set.

AB - Exhausters were proposed by V.F.Demyanov. These are families of convex compact sets that allow one to represent the directional derivative of the studied function at a point in the form of minmax or maxmin of linear functions. Functions for which such a representation is valid we call exhausterable. The set which is defined via exhausterable function is also called exhausterable. In the present work we describe optimality conditions for an exhausterable function on an exhausterable set.

M3 - Abstract

T2 - EUROPT 2021, the 18th international workshop on continuous optimization, Toulouse, France

Y2 - 7 July 2021 through 9 July 2021

ER -

ID: 85159191