[PDF] Top 20 1. Fixed Point Results For Complete Dislocated $G_d$-metric Space Via $C$-Class Functions

... A point x ∈ X is said to be a fixed point of mapping T : X → X, if x = T ...Many results appeared related to fixed point for mappings satisfying certain contractive conditions in ... 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 ... See full document

... the results on fixed point theorems of weakly commuting mappings gives a new impetus of studying common fixed points of mapping which satisfies some contractive type ...common fixed ... See full document

... These are extensions of Banach contraction principle [1] in terms of a new symmetric rational expression. Recently many other mathematicians viz. Dubey and Pathak [8], Murthy and Sharma [19], Rani and Chug [23] ... See full document

... coupled fixed point problem ([7, 6, 10, 13, 14, 12])), and many other results related to this kind of problem ( see [3, 8, 12, 15, ...using C-class functions, we will prove some ... See full document

... a fixed point theorem for contraction mapping in complete metric ...of dislocated metric space under the name of metric ...about dislocated metric in ... See full document

... some fixed point theorem are proved related to Complete Metric Space, in which the fixed point theorems in A Meir Emmatt [4], Brouwer [5], Caccioppoli [8] and Dolhare U P ... See full document

... KEY WORDS AND PIIRASES: Fixed point, complete metric space, compact metric space 1991 AMS SUBJECT CLASSHZICATION CODES: 54FI25.. The following related fixed point theorem was proved in ][r] ... See full document

... partial metric space PMS was introduced in 1992 by Matthews 1, ...a fixed point theorem on this spaces, analogous to the Banach’s fixed point ...partial metric ... See full document

... Dislocated metric space differs from metric space for a property that self distance of a point needs not to be equal to ...obtain fixed point ...common fixed ... See full document

... of dislocated topologies have useful applications in the context of logic programming semantics (see ...[10]). Dislocated metric space (metric-like space) (see [15, 19]) is a ... See full document

... of dislocated metric spaces in which self distance of a point need not be equal to ...this space, and satisfying certain contractive conditions has been at the center of vigorous research ... See full document

... partial metric space was introduced by Matthews in []. In partial metric spaces, the distance of a point from itself may not be ...partial metric version of the Banach fixed ... See full document

... related fixed point ...of metric space to the dislocated metric space proved by ...of dislocated metric space was further generalized into ... See full document

... of metric space in ...of dislocated metric ...of complete dislocated quasi metric ...-metric space as a generalization of metric space and ... See full document

... Fixed point theory is one of the most dynamic research subjects in nonlinear ...a complete metric ...a complete metric space X into itself has a unique fixed point’ ... See full document

... of metric fixed point theory in dislocated metric spaces was consi- dered by ...this metric as a genera- lization of usual metric, and generalized the Banach contraction ... See full document

... Radenovi´ c, A new approach to the study of fixed point theorems via simulation functions, Filomat, 29 (2015), 1189-1194] presented a new class of simulation functions, ... See full document

... Unique fixed point theorems for self-maps satisfying some contractive type ...a complete Metric Space has a unique fixed point ...in complete metric ... See full document

... -metric space as a generalization of metric ...cone metric space and also they discussed some properties of the convergence of sequences and proved the fixed point ... See full document