Skip to main content
Communities & Collections
All of DSpace
Statistics
English
العربية
বাংলা
Català
Čeština
Deutsch
Ελληνικά
Español
Suomi
Français
Gàidhlig
हिंदी
Magyar
Italiano
Қазақ
Latviešu
Nederlands
Polski
Português
Português do Brasil
Srpski (lat)
Српски
Svenska
Türkçe
Yкраї́нська
Tiếng Việt
Log In
Log in
Have you forgotten your password?
Home
Faculty Publications
Faculty Publications
Permanent URI for this community
https://idr.nitk.ac.in/handle/123456789/18736
Publications by NITK Faculty
Browse
Search
Subcommunities and Collections
By Issue Date
By Author
By Title
By Subject
By Subject Category
Search
Subcommunities and Collections
By Issue Date
By Author
By Title
By Subject
By Subject Category
1 results
Back to results
Filters
Author
search.filters.author.Cho, Y.J.
1
search.filters.author.Argyros, I.K.
1
search.filters.author.George, S.
Subject
search.filters.subject.Newton’s method
1
search.filters.subject.control theory
1
search.filters.subject.convexity
1
search.filters.subject.image of a ball
1
search.filters.subject.optimization
Search subject
Submit
Date
Start
End
Submit
2020
1
Has files
1
No
Reset filters
Settings
Sort By
Accessioned Date Descending
Most Relevant
Title Ascending
Date Issued Descending
Results per page
1
5
10
20
40
60
80
100
Search
Author: search.filters.author.Cho, Y.J.
×
Subject: search.filters.subject.Newton’s method
×
Search Tools
Search Results
Now showing
1 - 1 of 1
No Thumbnail Available
Item
Extending the Convexity of Nonlinear Image of a Ball Appearing in Optimization
(
Universal Wiser Publisher
,
2020
)
Argyros, I.K.
;
Cho, Y.J.
;
George, S.
Show more
Let X, Y be Hilbert spaces and F: X ? Y be Fréchet differentiable. Suppose that F? is center-Lipschitz on U(w, r) and F?(w) be a surjection. Then, S1 = F(U(w, ?1)) is convex where ?1 ? r. The set S1 contains the corresponding set given in [18] under the Lipschitz condition. Numerical examples where the old conditions are not satisfied but the new conditions are satisfied are provided in this paper. © 2020 Ioannis K. Argyros, et al. DOI: https://doi.o.
Show more