Error estimates for approximating best proximity points for cyclic contractive maps Page 1
CARPATHIAN J. MATH. 32 (2016), No. 2, 265 - 270 Online version at http : / /Carpathian . ubm …

Let (X, d) be a metric space and A1, A2,..., Ap be nonempty subsets of X. We introduce a self
map T on X, called p-cyclic orbital contraction map on the union of A1, A2,..., Ap and obtain a …

We generalize the p-summing contractions maps. We found sufficient conditions for these
new type of maps, that ensure the existence and uniqueness of best proximity points in …

We enrich the known applications of coupled best proximity points theorems for ordered pair
(F, G) of cyclic contraction maps. We present a procedure to construct such pairs of cyclic …

Mathematics | Free Full-Text | Ekeland’s Variational Principle and Minimization Takahashi’s
Theorem in Generalized Metric Spaces Next Article in Journal Stability of λ-Harmonic Maps …

1 Introduction Page 1 Annual of Konstantin Preslavsky University of Shumen Faculty of
Mathematics and Informatics , vol. XIX C, 2018, pp. 3- 20 ERROR ESTIMATES OF BEST …

We enrich the known applications of coupled best proximity points theorems for ordered pair
(F; G) of cyclic contraction maps. We present a procedure to construct such pairs of cyclic …

We find a priori and a posteriori error estimates of the best proximity point, obtained with the
Picard iteration associated to a Kannan cyclic contraction map, which is defined on a …

In this paper, our aim is to ascertain the distance between two sets iteratively in two
simultaneous ways with the help of a multivalued coupling define for this purpose. We define …

1. R. Maleev, G. Nedev, B. Zlatanov. Gateaux differentiability of bump functions in Banach
spaces, Journal of Mathematical Analysis and Applications 240 (2),(1999) 311-323, ISSN …