Background and objectives: Crocus sativus L. (Iridaceae) commonly known as saffron, is a popular spice which is used for its pleasant aroma and favored color. Regarding the previous reports about the neuroprotective be...

In this study, the idea of C-class functions is introduced in process building a bi-polar metric space, along with often coupled fixed point theorems for these mappings complete spaces that associate altering distance function and ultra-altering function. Furthermore, we provide applications to integral equations as well homotopy give an interpretation demonstrates relevance results obtained.

analysis of  receptor–ligand  interactions  in  the  context  of  diseases  necessitates  to understand how hla–kir genotypes function in diseases. although cd56+  lymphocytes are derived from multiple lineages, they share a functional association with immunosurviellance and antimicrobial responses. the present study aimed to determine whether kir phenotype in cd56 lymphocytes and corresponding...

We study the average case complexity of multivariate integration and L2 function approximation for the class F = C([0, 1]) of continuous functions of d variables. The class F is endowed with the isotropic Wiener measure (Brownian motion in Levy’s sense). Furthermore, for both problems, only function values are used as data.

In this paper, via $C$-class functions, as a new class of functions, a fixed theorem in complete $b$-metric spaces is presented. Moreover, we study some results, which are direct consequences of the main results. In addition, as an application, the existence of a solution of an integral equation is given.

In this article, by using Chebyshev’s polynomials and Chebyshev’s expansion, we obtain the best uniform polynomial approximation out of P2n to a class of rational functions of the form (ax2+c)-1 on any non symmetric interval [d,e]. Using the obtained approximation, we provide the best uniform polynomial approximation to a class of rational functions of the form (ax2+bx+c)-1 for both cases b2-4a...