Article
Two Self Weakly Compatible Mapping Satisfying (E.a) Condition by an Implicit Relation in B-Metric Space
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Abstract
We establish common fixed-point theorems for two self-mappings satisfying the (E.A) condition. The mappings are weakly compatible and include a point of coincidence in metric space. The mappings are satisfying contractive conditions defined by a category of implicit relations in six variables. Our theorems might be considered as extensions of the key results on b-metric space of Mohamed Akkouchi, common fixed-point theorems for 2 self-mappings of a b-metric space under an implicit relation, Hacettepe Journal of mathematics and statistics volume 40(6) (2011), 805-810 [1].
Keywords
b-metric space, Implicit relations, Point of coincidence, (E.A) Property
Citation
Agrawal, S., Sanodia, P. L., & Singh, U. (2020). Two self weakly compatible mapping satisfying (e.a) condition by an implicit relation in b-metric space. Turkish Journal of Computer and Mathematics Education, 11(3), 1536–1546.
S. Agrawal, P. L. Sanodia and U. Singh, “Two self weakly compatible mapping satisfying (e.a) condition by an implicit relation in b-metric space,” Turkish Journal of Computer and Mathematics Education, vol. 11, no. 3, pp. 1536–1546, 2020.
Agrawal S, Sanodia PL, Singh U. Two self weakly compatible mapping satisfying (e.a) condition by an implicit relation in b-metric space. Turkish Journal of Computer and Mathematics Education. 2020;11(3):1536–1546.
Agrawal, S., Sanodia, P. L. and Singh, U. (2020), ‘Two self weakly compatible mapping satisfying (e.a) condition by an implicit relation in b-metric space’, Turkish Journal of Computer and Mathematics Education, 11(3), pp. 1536–1546.
Agrawal, Swati, et al. “Two Self Weakly Compatible Mapping Satisfying (E.a) Condition by an Implicit Relation in B-metric Space.” Turkish Journal of Computer and Mathematics Education, vol. 11, no. 3, 2020, pp. 1536–1546.
Agrawal, Swati, P. L. Sanodia, and Umashankar Singh. “Two Self Weakly Compatible Mapping Satisfying (E.a) Condition by an Implicit Relation in B-metric Space.” Turkish Journal of Computer and Mathematics Education 11, no. 3 (2020): 1536–1546.
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