[PDF] Top 20 Common fixed point theorems for generalized contraction mappings in modular metric spaces

... Some common fixed point theorem for six self mappings in modular metric space for occasionally weakly compatible mappings has been establish, which improves and extends ... See full document

... applications. Fixed point theorems in fuzzy mathematics are emerging with vigorous hope and vital ...fuzzy metric spaces paves a way for very soothing machinery to develop fixed ... See full document

... Fixed point theory is one of the very popular tools in various ...and generalized by several authors. Caristi type fixed point theorem is one of these ... See full document

... new contraction, the so-called F-contraction, and obtained a fixed point result as a generalization of the Banach contraction ...-contraction mappings and gave some fixed ... See full document

... the metric space (X, d) implies ...complete metric space, α : X × X → [, ∞ ) and T : X → Cl(X) be a w α -contraction ...α-complete metric space and ... See full document

... Fixed point theory plays a basic role in applications of various braches of mathematics, from elementary calculus and linear algebra to topology and ...analysis. Fixed point theory is not ... See full document

... HADZIC, 01ga Common fixed point theorems for family of mappings in complete metric spaces.[r] ... See full document

... type mappings and established some fixed point theorems in complete metric ...φ)-contractive mappings and stablish coincidence and common fixed point ... See full document

... Common fixed point theorems on expansion type mappings on complete metric spaces, Math____:.. Some fixed point theorems on expansion mappings, Math.[r] ... See full document

... In this paper, we investigate the existence and uniqueness of a coupled coinci- dence point of the Meir-Keeler type contraction mappings in the context of partially ordered metric ... See full document

... = forall ∈ (3.14) Similar to process of theorem 3.1, we can prove { } is a b- Cauchy sequence in ( , ). Since ( , ) is a complete b- metric space, then{ } converges to some ∈ as → +∞. Now, we shall prove that if ... See full document

... fixed point theorems including Banach, Edelsetin, Carsti and a fixed point theorem for nonexpansive mappings in a Banach ...cyclic contraction, Păcurar and Ioan [] pro- posed the ... See full document

... fixed point theory in metric spaces has at- tracted considerable attention due to numerous applications in areas such as variational and linear inequalities, optimization, and approximation ...fixed ... See full document

... Case III: If max = 2γ G(y, By , y), G(y, By, y) ≤ φ (2γ G(y, By, y), G(y, By, y) < 2γ G(y, By, y), G(y, By, y) < G(y, By, y) as 3α + 7β + 6γ < 1. This leads to contadiction. Thus G(y, By, y) = 0 ⇒ By = y. Also ... See full document

... Fixed point theorems for multi-valued mappings in complete metric spaces, Math.. Common fixed points of two mappings, Pacific J.[r] ... See full document

... actions generalized the b-metric spaces(see [2], [3], ...b-metric spaces,and they obtained the basic fixed point theo- rems for self-map with contractive condition in C ∗ ... See full document

... Kumam, Fixed point theorems for contraction mapping in modular metric spaces, Fixed Point Theory and Applications, (2011)", the authors have studied and ... See full document

... Handa, Common coupled …xed point theorems for nonlinear contractive condition on intuitionistic fuzzy metric spaces with application to integral equations, Journal of the Korean Society ... See full document

... Fixed point theory is one of the famous and traditional theories in mathematics and has a large number of ...Banach contraction mapping is one of the pivotal results of ...Banach contraction ... See full document

... Banach Contraction Mapping Principle appeared in explicit form in Banach ’ s thesis in 1922 ...Banach contraction principle has been extended in many different directions, see ...of modular ... See full document