Matches in SemOpenAlex for { <https://semopenalex.org/work/W4309784847> ?p ?o ?g. }
- W4309784847 endingPage "2870" @default.
- W4309784847 startingPage "2856" @default.
- W4309784847 abstract "<abstract><p>In this paper, we establish a new iterative process for approximation of fixed points for contraction mappings in closed, convex metric space. We conclude that our iterative method is more accurate and has very fast results from previous remarkable iteration methods like Picard-S, Thakur new, Vatan Two-step and K-iterative process for contraction. Stability of our iteration method and data dependent results for contraction mappings are exact, correspondingly on testing our iterative method is advanced. Finally, we prove enquiring results for some weak and strong convergence theorems of a sequence which is generated from a new iterative method, Suzuki generalized non-expansive mappings with condition $ (C) $ in uniform convexity of metric space. Our results are addition, enlargement over and above generalization for some well-known conclusions with literature for theory of fixed point.</p></abstract>" @default.
- W4309784847 created "2022-11-29" @default.
- W4309784847 creator A5025300239 @default.
- W4309784847 creator A5062438775 @default.
- W4309784847 creator A5080019072 @default.
- W4309784847 creator A5082126723 @default.
- W4309784847 creator A5084821839 @default.
- W4309784847 creator A5086276279 @default.
- W4309784847 date "2022-01-01" @default.
- W4309784847 modified "2023-09-26" @default.
- W4309784847 title "Approximation of fixed point of generalized non-expansive mapping via new faster iterative scheme in metric domain" @default.
- W4309784847 cites W1991695874 @default.
- W4309784847 cites W1996239470 @default.
- W4309784847 cites W2005270640 @default.
- W4309784847 cites W2008181411 @default.
- W4309784847 cites W2023358569 @default.
- W4309784847 cites W2026585769 @default.
- W4309784847 cites W2041470729 @default.
- W4309784847 cites W2079711316 @default.
- W4309784847 cites W2097593805 @default.
- W4309784847 cites W2104283046 @default.
- W4309784847 cites W2139637551 @default.
- W4309784847 cites W2140620228 @default.
- W4309784847 cites W2148908786 @default.
- W4309784847 cites W2478302134 @default.
- W4309784847 cites W4231250656 @default.
- W4309784847 cites W4243950804 @default.
- W4309784847 cites W4251102484 @default.
- W4309784847 cites W4256077769 @default.
- W4309784847 cites W4285006016 @default.
- W4309784847 doi "https://doi.org/10.3934/math.2023149" @default.
- W4309784847 hasPublicationYear "2022" @default.
- W4309784847 type Work @default.
- W4309784847 citedByCount "0" @default.
- W4309784847 crossrefType "journal-article" @default.
- W4309784847 hasAuthorship W4309784847A5025300239 @default.
- W4309784847 hasAuthorship W4309784847A5062438775 @default.
- W4309784847 hasAuthorship W4309784847A5080019072 @default.
- W4309784847 hasAuthorship W4309784847A5082126723 @default.
- W4309784847 hasAuthorship W4309784847A5084821839 @default.
- W4309784847 hasAuthorship W4309784847A5086276279 @default.
- W4309784847 hasBestOaLocation W43097848471 @default.
- W4309784847 hasConcept C106159729 @default.
- W4309784847 hasConcept C112680207 @default.
- W4309784847 hasConcept C115903868 @default.
- W4309784847 hasConcept C126255220 @default.
- W4309784847 hasConcept C126322002 @default.
- W4309784847 hasConcept C134306372 @default.
- W4309784847 hasConcept C143587482 @default.
- W4309784847 hasConcept C159694833 @default.
- W4309784847 hasConcept C159985019 @default.
- W4309784847 hasConcept C162324750 @default.
- W4309784847 hasConcept C163415756 @default.
- W4309784847 hasConcept C177148314 @default.
- W4309784847 hasConcept C192562407 @default.
- W4309784847 hasConcept C198043062 @default.
- W4309784847 hasConcept C2524010 @default.
- W4309784847 hasConcept C2778112365 @default.
- W4309784847 hasConcept C2780502288 @default.
- W4309784847 hasConcept C28826006 @default.
- W4309784847 hasConcept C30407753 @default.
- W4309784847 hasConcept C33923547 @default.
- W4309784847 hasConcept C41008148 @default.
- W4309784847 hasConcept C54355233 @default.
- W4309784847 hasConcept C55524764 @default.
- W4309784847 hasConcept C61445026 @default.
- W4309784847 hasConcept C71924100 @default.
- W4309784847 hasConcept C72134830 @default.
- W4309784847 hasConcept C86803240 @default.
- W4309784847 hasConceptScore W4309784847C106159729 @default.
- W4309784847 hasConceptScore W4309784847C112680207 @default.
- W4309784847 hasConceptScore W4309784847C115903868 @default.
- W4309784847 hasConceptScore W4309784847C126255220 @default.
- W4309784847 hasConceptScore W4309784847C126322002 @default.
- W4309784847 hasConceptScore W4309784847C134306372 @default.
- W4309784847 hasConceptScore W4309784847C143587482 @default.
- W4309784847 hasConceptScore W4309784847C159694833 @default.
- W4309784847 hasConceptScore W4309784847C159985019 @default.
- W4309784847 hasConceptScore W4309784847C162324750 @default.
- W4309784847 hasConceptScore W4309784847C163415756 @default.
- W4309784847 hasConceptScore W4309784847C177148314 @default.
- W4309784847 hasConceptScore W4309784847C192562407 @default.
- W4309784847 hasConceptScore W4309784847C198043062 @default.
- W4309784847 hasConceptScore W4309784847C2524010 @default.
- W4309784847 hasConceptScore W4309784847C2778112365 @default.
- W4309784847 hasConceptScore W4309784847C2780502288 @default.
- W4309784847 hasConceptScore W4309784847C28826006 @default.
- W4309784847 hasConceptScore W4309784847C30407753 @default.
- W4309784847 hasConceptScore W4309784847C33923547 @default.
- W4309784847 hasConceptScore W4309784847C41008148 @default.
- W4309784847 hasConceptScore W4309784847C54355233 @default.
- W4309784847 hasConceptScore W4309784847C55524764 @default.
- W4309784847 hasConceptScore W4309784847C61445026 @default.
- W4309784847 hasConceptScore W4309784847C71924100 @default.
- W4309784847 hasConceptScore W4309784847C72134830 @default.
- W4309784847 hasConceptScore W4309784847C86803240 @default.
- W4309784847 hasIssue "2" @default.
- W4309784847 hasLocation W43097848471 @default.