Two theorems in general metric space with ð›’-distance
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2017, Vol 12, Issue 12
Abstract
In this paper, we prove two theorems about fixed point and coupled coincidence point in generalized -metric space via Ï-distance for a mapping satisfying a contraction condition.
Authors and Affiliations
Salwa Salman Abed, Hiba Adel Jabbar
ON RANK-ONE ? *-COMMUTING OPERATORS
Let ? be a non zero complex number. An operator A is a rank one ? *-commutes with B if AB - ? BA* has rank one. If, moreover, B is compact operator then A is called to belong to (H). In other words,(H) = fA 2...
A multinomial logistic regression model for text in Albanian language
In this paper we present a multinomial logistic regression model for authorship identification in the Albanian language texts. In the model fitted the dependent variable is categorical which takes different values from 1...
Direct Rotation b - Numbers
For any partition u = (u1, u2, . . ., un) of a non - negative integer number r there exist a diagram (A) of b- numbers for each e where e is a a positive integer number greater than or equal to two...
Investigation of Triangle Element Analysis for the Solutions of 2D Poisson Equations via AOR method
In earlier studies of iterative approaches, the accelerated over relaxation (AOR) method has been pointed out to be much faster as compared to the existing successive over re- laxation (SOR) and Gauss Seidel (GS) methods...
Bounds on the finite-sample risk for exponential distribution.
In this paper, we derive lower and upper bounds on the expected nearest neighbor distance for exponential distribution, and find lower and upper bounds on the risk of the nearest neighbor of exponential distribution.