Federacja Bibliotek Cyfrowych

Homepage
Repozytorium Cyfrowe Instytutów Naukowych
Block asynchronous version of inertial proximal best approximation primal-dual algorithm

Object's details: Block asynchronous version of inertial proximal best approximation primal-dual algorithm

tile.noImage

Provider:Repozytorium Cyfrowe Instytutów Naukowych

Description

Title:
Block asynchronous version of inertial proximal best approximation primal-dual algorithm
Creator:
Bednarczuk, Ewa M.;
Jezierska, Anna;
Rutkowski, Krzysztof E.
Description:
Bibliography p. 18-19
Object availability:
free access
Rights:
Creative Commons Attribution BY 4.0 license;
Copyright-protected material. [CC BY 4.0] May be used within the scope specified in Creative Commons Attribution BY 4.0 license, full text available at:;
- ;
Open
Date:
2017.12.31;
2017
Type:
Text;
report
Language:
English
Source:
RB-2017-27
Publisher:
Instytut Badań Systemowych. Polska Akademia Nauk;
Systems Research Institute. Polish Academy of Sciences
Relation:
Raport Badawczy = Research Report
Subject:
Primal-dual algorithms;
Algorytmy pierwotne-dualne;
Proximal algorithm with memory;
Block asynchronous version;
Wersja blokasynchroniczna;
Algorytm proksymalny z pamięcią
Data provider:
Repozytorium Cyfrowe Instytutów Naukowych

Can I use it?:
seek permission
Type:
text

Similar objects

tile.noImage

Block asynchronous version of inertial proximal best approximation primal-dual algorithm

Creator:Bednarczuk, Ewa M. | Jezierska, Anna | Rutkowski, Krzysztof E.

Date:2017.12.31 | 2017

Type:text

tile.noImage

Stability analysis for parametric vector optimization problems * Upper Hausdorff continuity of minimal points with respect to perturbation of the set

Creator:Bednarczuk, Ewa M.

Date:2001.12.31 | 2001

Type:text

tile.noImage

Strong pseudomonotonicity, sharp efficiency and stability of parametric vector equilibria

Creator:Bednarczuk, Ewa M.

Date:2004.12.31 | 2004

Type:text

tile.noImage

Stability analysis for parametric vector optimization problems * Hölder continuity of minimal points under perturbations of the set

Creator:Bednarczuk, Ewa M.

Date:2001.12.31 | 2001

Type:text

tile.noImage

Order-Lipschizian properties of multifunctions with applications to stability of minimal point

Creator:Bednarczuk, Ewa M.

Date:2002.12.31 | 2002

Type:text

tile.noImage

Stability analysis for parametric vector optimization problems * Preliminaries

Creator:Bednarczuk, Ewa M.

Date:2001.12.31 | 2001

Type:text

tile.noImage

Proper efficiency via tradeoff directions. Convex case

Creator:Bednarczuk, Ewa M.

Date:2002.12.31 | 2002

Type:text

tile.noImage

Well posedness and lipschitzness of solutions in vector optimization

Creator:Bednarczuk, Ewa M.

Date:2003.12.31 | 2003

Type:text

FBC TeNe Project

Project co-financed by European Funds under the Operational Program Digital Poland for 2014-2020 (project no. POPC.02.04.00-00-0012 / 20-00)

More information about the project can be found at: https://tene.fbc.pionier.net.pl

European Funds. Digital Poland

Republic of Poland

Digital Libraries Federation

European Union - European Regional Development Fund

We use files, through the cookie quality improvement layer of our website.For more information, please read the document Privacy Policy