On a second-order evolution inclusion

On a second-order evolution inclusion

We study a class of second-order evolution inclusions and we obtain a sufficient condition for f-local controllability along a reference trajectory.

Bibliographic Details
Main Author: Aurelian Cernea
Format: Article
Language:English
Published: Erdal KARAPINAR 2018-11-01
Series:Results in Nonlinear Analysis
Subjects:
differential inclusion
local controllability
mild solution
Online Access:http://static.dergipark.org.tr/article-download/9ee6/8f45/1e1c/5c0ce255b8d40.pdf?
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spelling doaj-946811749aaa41d8abc23eaeb823d5bc2020-11-25T04:02:23ZengErdal KARAPINARResults in Nonlinear Analysis2636-75562636-75562018-11-011399106On a second-order evolution inclusionAurelian CerneaWe study a class of second-order evolution inclusions and we obtain a sufficient condition for f-local controllability along a reference trajectory.http://static.dergipark.org.tr/article-download/9ee6/8f45/1e1c/5c0ce255b8d40.pdf?differential inclusionlocal controllabilitymild solution
collection DOAJ
language English
format Article
sources DOAJ
author Aurelian Cernea
spellingShingle Aurelian Cernea
On a second-order evolution inclusion
Results in Nonlinear Analysis
differential inclusion
local controllability
mild solution
author_facet Aurelian Cernea
author_sort Aurelian Cernea
title On a second-order evolution inclusion
title_short On a second-order evolution inclusion
title_full On a second-order evolution inclusion
title_fullStr On a second-order evolution inclusion
title_full_unstemmed On a second-order evolution inclusion
title_sort on a second-order evolution inclusion
publisher Erdal KARAPINAR
series Results in Nonlinear Analysis
issn 2636-7556
2636-7556
publishDate 2018-11-01
description We study a class of second-order evolution inclusions and we obtain a sufficient condition for f-local controllability along a reference trajectory.
topic differential inclusion
local controllability
mild solution
url http://static.dergipark.org.tr/article-download/9ee6/8f45/1e1c/5c0ce255b8d40.pdf?
work_keys_str_mv AT aureliancernea onasecondorderevolutioninclusion
_version_ 1724443217240260608

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