[PDF] Top 20 Fixed point theorems for weakly C-contractive mappings in partial metric spaces

... fixed point generalizations to partial metric spaces can be obtained from the corresponding results in metric spaces and considered some cases to demonstrate this ...fixed ... See full document

... of metric spaces in the ...a partial metric space as a part of the study of denota- tional semantics of dataflow ...fixed point theorems were investigated in partial ... See full document

... As a generalization of the Banach contraction mapping principle, Kirk-Srinivasan-Veeramani devel- oped the cyclic contraction. A contraction T : A ∪ B → A ∪ B on non-empty sets A, B is called cyclic if T (A) ⊂ B and T ... See full document

... generalized weakly contractive mappings in metric spaces and prove a fixed point theorem for generalized weakly contractive mappings defined on complete ... See full document

... Aydi, “Fixed point theorems for generalized weakly contractive condition in ordered partial metric spaces,” Journal of Nonlinear Analysis and Optimization: Theory and Applications, vol..[r] ... See full document

... fixed point theorems for weakly contractive mappings defined in ordered metric-like ...fixed point results in ordered partial metric ... See full document

... - metric space. In 1994, Matthews [20] introduced the concept of partial metric space in which the self distance of any point of space may not be ...of partial metric space by ... See full document

... that weakly contractive mapping defined on a Hilbert space is a Picard ...complete metric space. Dutta et al. [35] generalized the weak contractive condition and proved a fixed ... See full document

... Cone metric spaces were introduced in ...cone metric spaces, the authors proved some fixed point theorems of contractive ...more fixed point results ... See full document

... (f ) in Section ). For this reason, we have to state a scholastic definition of contraction. Definition . Let (X, d) be an algebraic cone metric space, and let F : X → X be a Lips- chitzian map with Lipschitz ... See full document

... type fixed point theorems for a new type of generalized contractive conditions on partial Hausdorff metric ...multi-valued weakly Picard operators on partial ... See full document

... previous theorems without symmetry(quasi-metric space), we add a new condition for all x, y ∈ X d −1 (x, y) ≤ d −1 (x, T 2 y), without this condition we can’t prove our ... See full document

... ing fixed point theory for set-valued contractions, see ...of fixed point theorems not mentioned above extending the Banach’s ... See full document

... establish fixed point theorems for densifying mappings and compact mappings which are contractive in metric spaces and to investigate the existence of fixed ... See full document

... Metric spaces are playing an increasing role in mathematics and the applied ...of fixed point theory in metric spaces has attracted considerable attention due to numerous ... See full document

... Common fixed point theorems on expansion type mappings on complete metric spaces, Math.. A unified approach for all contractive mappings, Ist.[r] ... See full document

... fuzzy metric spaces in various ...generalized metric space called a G-metric ...studied fixed point theorems for mappings satisfying different contractive ... See full document

... the contractive condition is of nonlinear type, the above strategy cannot be ...fixed point results on G-metric spaces from fixed point results on quasi-metric ...a weakly ... See full document

... of weakly contractive maps in Hilbert spaces, in: ...Shakeel, Weakly contractive maps and common fixed points, ...Bae, Fixed point theorems for weakly ... See full document

... By assumption, (X , d) is bicomplete, hence (X , d s ) is complete. Moreover, since E and RE are join closed, we conclude by Theorem 2.14 that T, R and S have a unique common fixed point. Theorem 3.3. Let ... See full document