Coincidence point theorems under F-contraction in Ultrametric Space
Journal Title: Scholars Journal of Physics, Mathematics and Statistics - Year 2017, Vol 4, Issue 3
Abstract
In this paper, we establish some results on coincidence points for a pair of single valued maps with a pair of multivalued maps of an Ultrametric space which satisfy F-contraction. Our theorems generalize and extents the theorem of Wang and Song [13], thereby generalize some known results in the literature.
Authors and Affiliations
Jeyanthi C, Giniswamy ,
Keywords
Related Articles
- EP ID EP385797
- DOI -
- Views 85
- Downloads 0
On Separation Properties and Spaces
The author introduces some open sets in bitopological spaces and studies some of their basic properties. Certain separation properties and obtained from standard separation by replacing open sets by –open sets in thei...
Stochastic Gradient Descent with SVM for Imbalanced Data Classification
Stochastic Gradient Descent (SGD) is an attractive choice for SVM training. SGD leads to a result that the probability of choosing majority class is far greater than that of minority class for imbalanced classification p...
Observation on the Binary Quadratic Equation 3x2-8xy+3y2+2x+2y+6=0
The binary quadratic equation is studied for its non-trivial integral solutions. The recurrence relations satisfied by the solutions x and y are given. A few interesting properties among the solutions are presented.
A Note on Existence of Positive Solutions for theSturm-Liouville Boundary Value Problems
In this paper, we prove a maximum principle for the Sturm-Liouville problem, and use it and the fixed point theorem in Banach spaces to prove a new result of positive solutions for the Sturm-Liouville problem under super...
Positive Solution for Nonlinear Higher Order Conjugate Boundary Value Problem
The nonlinear conjugate boundary problem is studied in this paper, where , . The upper and lower boundary of the Green’s function and derivative estimate are given, the existence result of positive solution for the...