Expansive Mappings in Digital Metric Spaces
Journal Title: Bulletin of Pure and Applied Sciences Sec. E - Mathematics and Statistics - Year 2018, Vol 37, Issue 1
Abstract
In this paper, we prove some common fixed point theorems for expansive mappings in digital metric spaces
Authors and Affiliations
Deepak Jain
USE OF MIXED CUBATURE RULE FOR EVALUATION OF INTEGRALS OVER TRIANGULAR REGION IN ADAPTIVE ENVIRONMENT
A new mixed cubature rule is established for 2-simplexes (i.e., triangles). Extending anti-Gauss 3-point rule and Fejer’s second 3-point rule in two dimensions and then combining those the mixed cubature rule is formed w...
MODELLING AGE SPECIFIC FERTILITY RATE IN INDIA THROUGH FERTILITY CURVES
One of the important demographic features of any population is the fertility rate which has a direct relationship with both the social and the biological environment.Demographic factors like age at marriage, present fami...
A BATCH ARRIVAL BULK SERVICE QUEUE WITH MULTIPLE VACATIONS, OPTIONAL RE-SERVICE, CLOSEDOWN TIME AND SETUP TIME UNDER RESTRICTED ADMISSIBILITY OF ARRIVING BATCHES
We consider an M^X/G(a,b)/1 with multiple vacations, optional re-service, closedown time, setup time under a restricted admissibility policy of arriving batches is considered. A batch of customers arrive according to Po...
ON THE DEGENERATE LAPLACE TRANSFORM - I
We make an attempt in this paper to extend the very recent work of Kim and Kim [24] on degenerate Laplace transform. Using the definition of the degenerate Laplace transform as given by Kim and Kim [24] and some of the...
A STUDY ON THE EFFECTIVE EDGES IN THE CARTESIAN PRODUCT OF FUZZY GRAPHS
In this paper we discuss the number of effective edges in the Cartesian product of fuzzy graphs. Some basic theorems and results are obtained on effective edges. Based on the results we find the effective edge domination...