Wavelets and the complete invariance property
Weak and Semi Compatible Maps in Probabilistic Metric Space Using Implicit Relation
2000 Mathematics Subject Classification: 54H25, 47H10.The concept of semi compatibility is given in probabilistic metric space and it has been applied to prove the existence of unique common fixed point of four self-maps with weak compatibility satisfying an implicit relation. At the end we provide examples in support of the result.Authors thank to MPCOST, Bhopal for financial support through the project M-19/2006.
Weak and strong convergence of finite family with errors of nonexpansive nonself-mappings.
Weak compatibility and fixed point theorems for four self-maps in -metric spaces.
Weakly compatible maps in 2-non-Archimedean Menger PM-spaces.
Weakly contractive maps and common fixed points
Weakly Contractive maps and Elementary Domain Invariance Theorem
Weakly Picard mappings
In this paper we generalize the well known converse to the contraction principle due to C. Bessaga, dropping the uniqueness of the fixed point from its hypotheses. Some properties of weakly Picard mappings are given.
Well-posedness and fractals via fixed point theory.
Wide tree-like spaces have a fixed point