Strong Convergence Theorem According to Hybrid Methods for Mapping Asymptotically Quasi-Nonexpansive Types
- Narongrit Puturong
Abstract
The purpose of this article is to prove strong convergence theorems for mapping of asymptotically quasi-nonexpansivetypes in a Hilbert space according to hybrid methods. The results obtained in this paper extend and improve upon those
recently announced by Qin, X., Su, Y. and Shang, M. (Qin, X. et al., 2008), and many others.
- Full Text:
PDF
- DOI:10.5539/jmr.v2n4p3
Journal Metrics
- h-index (December 2021): 22
- i10-index (December 2021): 78
- h5-index (December 2021): N/A
- h5-median (December 2021): N/A
( The data was calculated based on Google Scholar Citations. Click Here to Learn More. )
Index
- Academic Journals Database
- ACNP
- Aerospace Database
- BASE (Bielefeld Academic Search Engine)
- Civil Engineering Abstracts
- CNKI Scholar
- COPAC
- DTU Library
- EconPapers
- Elektronische Zeitschriftenbibliothek (EZB)
- EuroPub Database
- Google Scholar
- Harvard Library
- IDEAS
- Infotrieve
- JournalTOCs
- LOCKSS
- MathGuide
- MathSciNet
- MIAR
- PKP Open Archives Harvester
- Publons
- RePEc
- ResearchGate
- Scilit
- SHERPA/RoMEO
- SocioRePEc
- Standard Periodical Directory
- Technische Informationsbibliothek (TIB)
- The Keepers Registry
- UCR Library
- Universe Digital Library
- WorldCat
Contact
- Sophia WangEditorial Assistant
- jmr@ccsenet.org