In this paper, we present some fixed point theorems for single valued mappings on $K$-complete, $M$-complete and Symth complete quasi metric spaces. Here, for contractive condition, we consider some altering distance functions together with functions belonging to $C$-class and $A$-class. At the same time, we will consider two different type $M$ functions in contractive conditions because the qu...

The CXXR project aims gradually to refactor the fundamental parts of the R interpreter from C into C++ whilst retaining the full functionality of the standard distribution of R. It is hoped that this will enable researchers more easily to enhance the functionality of R by allowing them to extend the interpreter’s internal C++ class hierarchy. The paper summarises progress to date and describes ...

background the human leukocyte antigen (hla) system is widely used as a strategy in the search for the etiology of renal function impairment. objectives this study was carried out to detect the most common hla alleles’ distribution in kidney transplant in both donors and recipients, and clarify the association between hla alleles and renal dysfunction immediately after transplantation. patients...

Review 2 Bayesian Classification For a given pattern x, classify it to the most probable class. 1 Probabilistic Classification Recall the problem with the MICD. The MICD always favours C 2. Instead, we ideally want it to favour the class with the highest probability: P (C i |x) C i ≷ C j P (C j |x) where P (C i |x) is the a posteriori (after measurement) probability of class C i given x. To get...

let $c_0(alpha)$ denote the class of concave univalent functions defined in the open unit disk $mathbb{d}$. each function $f in c_{0}(alpha)$ maps the unit disk $mathbb{d}$ onto the complement of an unbounded convex set. in this paper, we study the mapping properties of this class under integral operators.