AbstractIn this study, we extend the properties of Mittag-Leffler function that occurs as solution a fractional differential equation. Also, use to solve order mathematical model epidemiology and offer novel technique for obtaining an approximate logistic

AbstractIn this paper, we evaluate the performance of a spatial multiresolution analysis (SMA) method, that behaves like variable bandwidth kernel density estimation (KDE) for hazardous r...

AbstractIn this paper, we introduce a new class K(α, β) of uniformly convex functions defined by a certain fractional calculus operator. The class has interesting subclasses like β-uniformly starlike, βuniformly convex and β-uniformly pre-starlike functions. Properties like coefficient estimates, growth and distortion theorems, modified Hadamard product, inclusion property, extreme points, clos...

AbstractIn this research we consider the problem of scheduling rounds of a non-professional table-tennis league. We formalize the problem in terms of a timetabling optimization problem. Then we solve this highly constrained problem with a permutation based Genetic Algorithm for which feasibility preserving operators are defined. Since coding and operators cannot warrant feasibility in every cas...

AbstractIn this paper we will study the various method of dispersion compensation in single mode fiber created because of dependence of group index to wavelength known as chromatic dispersion. Various methods of dispersion compensation are Dispersion compensation fiber (DCF) which compensates dispersion at 1310nm and 1550 nm and Fiber Bragg gratings (FBG) which compensate dispersion at waveleng...

AbstractIn Time Interleaved Analog to Digital (TIADC) conversion process, multi-mismatches can be occurred these mismatches highly degrade the system performance. Different mismatches can be frequency mismatches, offset mismatches, timing mismatches and gain mismatches. Due to different Hardware delays and it happens because TIADC ICs are not identical and goes worse when multiple chips are use...

AbstractIn this paper we investigate a class of artificial neural networks with delays subject to periodic impulses. By exploiting Lyapunov functions, we analyze the global exponential stability of an arbitrary solution with initial value being bounded by  . Further, we discuss the existence of anti-periodic solutions by constructing fundamental function sequences based on a solution with init...

AbstractIn this study, a two-step approximate Bayesian computation (ABC) updating framework using dynamic response data is developed. In framework, the Euclidian and Bhattacharyya distances ar...

AbstractIn this paper we introduce the subclass K(μ, γ, η, α, β) of β-uniformly convex and β-uniformly starlike functions which are analytic and multivalent with negative coefficients defined by using fractional calculus operators. Characterization property exhibited by the functions in the class and the results of modified Hadamard product are discussed. Connections with the popular subclasses...