Vector Well-posedness of Optimization Problems and Variational Inequalities

Giorgia Bellomonte

Vector Well-posedness of Optimization Problems and Variational Inequalities

Matematica e Informatica

Risultato della ricerca: Article › peer review

Abstract

In this paper, a new sufficient condition is given in order a vector variational inequalityis well-posed. This condition uses generalized convexity assumptions and can be also usedin order to prove the well-posedness of a vector optimization problem.

Lingua originale	English
pagine (da-a)	11-23
Numero di pagine	15
Rivista	ATTI DELLA ACCADEMIA DI SCIENZE, LETTERE E ARTI DI PALERMO, PARTE PRIMA: SCIENZE
Volume	XXIV
Stato di pubblicazione	Published - 2008

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title = "Vector Well-posedness of Optimization Problems and Variational Inequalities",

abstract = "In this paper, a new sufficient condition is given in order a vector variational inequalityis well-posed. This condition uses generalized convexity assumptions and can be also usedin order to prove the well-posedness of a vector optimization problem.",

keywords = "Well-posedness, generalized convexity, vector variational inequalities, Well-posedness, generalized convexity, vector variational inequalities",

author = "Giorgia Bellomonte",

year = "2008",

language = "English",

volume = "XXIV",

pages = "11--23",

journal = "ATTI DELLA ACCADEMIA DI SCIENZE, LETTERE E ARTI DI PALERMO, PARTE PRIMA: SCIENZE",

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T1 - Vector Well-posedness of Optimization Problems and Variational Inequalities

AU - Bellomonte, Giorgia

PY - 2008

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N2 - In this paper, a new sufficient condition is given in order a vector variational inequalityis well-posed. This condition uses generalized convexity assumptions and can be also usedin order to prove the well-posedness of a vector optimization problem.

AB - In this paper, a new sufficient condition is given in order a vector variational inequalityis well-posed. This condition uses generalized convexity assumptions and can be also usedin order to prove the well-posedness of a vector optimization problem.

KW - Well-posedness

KW - generalized convexity

KW - vector variational inequalities

KW - Well-posedness

KW - generalized convexity

KW - vector variational inequalities

UR - http://hdl.handle.net/10447/40004

M3 - Article

VL - XXIV

SP - 11

EP - 23

JO - ATTI DELLA ACCADEMIA DI SCIENZE, LETTERE E ARTI DI PALERMO, PARTE PRIMA: SCIENZE

JF - ATTI DELLA ACCADEMIA DI SCIENZE, LETTERE E ARTI DI PALERMO, PARTE PRIMA: SCIENZE

SN - 0365-0448

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