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International Journal of Analysis and Applications
Scopus
ISSN 2291-8639 · Etamaths Publishing · 1.166 artikel di indeks
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Artikel Jurnal
The New Dagum-X Family of Distributions: Properties and Applications
Various statistical distributions are still being used extensively over the previous decades for modeling data in numerous areas such as engineering, sciences, and finance. Nonetheless, in a lot of applied areas, there is a continuous need for expanded forms of these distributions. However, many…
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On Global Existence of the Fractional Reaction-Diffusion System’s Solution
The purpose of this paper is to prove the global existence of solution for one of most significant fractional partial differential system called the fractional reaction-diffusion system. This will be carried out by combining the compact semigroup methods with some L1-estimate methods. Our…
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Fractional Reduced Differential Transform Method for Solving Mutualism Model with Fractional Diffusion
This study presents the fractional reduced differential transform method for a nonlinear mutualism model with fractional diffusion. The fractional derivatives are described by Caputo's fractional operator. In this method, the solution is considered as the sum of an infinite series. Which converges…
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The Möbius Invariant QTH Spaces
In this article, we introduce a new space of harmonic mappings that is an extension of the well known space QT in the unit disk D in term of non decreasing function. Several characterizations of the space QTH are investigated. We also define the little subspace of QTH. Finally, the boundedness of…
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Asymptotic Behavior of Some Parabolic Equations and Application in Image Restoration
In this paper, we consider some nonlinear parabolic problem involving the well known p-laplacian and some operator having exponential growth with respect to the gradient. We start by dealing the asymptotic behavior for some evolution equation then we give some numerical results with an application…
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A Note on LP-Kenmotsu Manifolds Admitting Conformal Ricci-Yamabe Solitons
In the current note, we study Lorentzian para-Kenmotsu (in brief, LP-Kenmotsu) manifolds admitting conformal Ricci-Yamabe solitons (CRYS) and gradient conformal Ricci-Yamabe soliton (gradient CRYS). At last by constructing a 5-dimensional non-trivial example we illustrate our result.
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Artikel Jurnal
A PDE Approach to the Problems of Optimality of Expectations
Let (X, Z) be a bivariate random vector. A predictor of X based on Z is just a Borel function g(Z). The problem of "least squares prediction" of X given the observation Z is to find the global minimum point of the functional E[(X − g(Z))2] with respect to all random variables g(Z), where g is a…
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Artikel Jurnal
Symbolic Algorithm for Inverting General k-Tridiagonal Interval Matrices
The k-tridiagonal matrices have received much attention in recent years. Many different algorithms have been proposed to improve the efficiency of k-tridiagonal matrix estimation. A novel method based on interval analysis has been identified to improve the efficiency of the calculation. This paper…
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New Computer Experiment Designs Using Continuum Random Cluster Point Process
In this paper, we propose a new approach for building computer experiment designs using the continuum random cluster point process, also referred to as the connected component Markov point process. Our method involves generating designs through the Markov Chain Monte Carlo method (MCMC) and the…
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Artikel Jurnal
A Congruent Property of Gibonacci Number Modulo Prime
Let a, b ∈ Z and p be a prime number such that a and b are not divisible by p. In this work, we give a congruent property modulo a prime number p of the gibonacci number defined by Gn = Gn−1 + Gn−2 with initial condition G1 = a, G2 = b. We show that a the gibonacci sequence satisfying Gkp−(p/5) ≡…
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Artikel Jurnal
An Improved Finite Cloud Method With Uniformly Distributed Clouds and Enhanced Boundary Conditions
Finite cloud method (FCM) employs the fixed kernel reproducing technique to construct the interpolation function and point collocation approach is adopted for the discretization. In this study, an improved FCM is proposed such that a node of interest is approximated with its nearest cloud. This…
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Solvability of Nonlinear Wave Equation with Nonlinear Integral Neumann Conditions
In this paper, we examine a nonlinear hyperbolic equation with a nonlinear integral condition. In particular, we prove the existence and the uniqueness of the linear problem by the Fadeo Galerkin method, and by applying an iterative process to some significant results obtained for the linear…
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Doubt m-Polar Fuzzy Sets Based on BCK-Algebras
Doubt m-polar subalgebras (ideals) were introduced and some properties were investigated. Also, doubt m-polar positive implicative (commutative) ideals were defined and related results were proved.
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Analysis of the Logistic Growth Model With Taylor Matrix and Collocation Method
Early analysis of infectious diseases is very important in the spread of the disease. The main aim of this study is to make important predictions and inferences for Covid 19, which is the current epidemic disease, with mathematical modeling and numerical solution methods. So we deal with the…
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Artikel Jurnal
Hankel Determinant of Logarithmic Coefficients for Tilted Starlike Functions With Respect to Conjugate Points
The growth of the Hankel determinant whose elements are logarithmic coefficients for different subclasses of univalent functions has recently attracted considerable interest. In this paper, we obtain the bounds for the first four initial logarithmic coefficients for the subclass of starlike…
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Artikel Jurnal
On the Behavior of the Nonlinear Difference Equation yn+1 = Ayn−1 + Byn−3 + Cyn−1+Dyn−3/Fyn−3−E
The theory of difference equations got a significant position in the applicable analysis. Therefore, studying the qualitative behavior of the difference equations is a fruitful area of research that has increasingly attracted many researchers. In this paper, we demonstrate the stability and the…
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Artikel Jurnal
Solution for a System of First-Order Linear Fuzzy Boundary Value Problems
In this paper, we consider homogeneous and non-homogeneous system of first order linear fuzzy boundary value problems (SFOLBVPs) under granular differentiability. Using the concept of horizontal membership function, we introduced the notion of first order granular differentiability for…
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Some Invariant Point Results Using Simulation Function
Through this article, we establish an invariant point theorem by defining generalized Zs-contractions in relation to the simulation function in S-metric space. In this article, we generalized the results of Nihal Tas, Nihal Yilmaz Ozgur and N.Mlaiki. In addition to that, we bestow an example which…
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Computational Approach for a Singularly Perturbed Differential Equations With Mixed Shifts Using a Non-Polynomial Spline
In this paper, a second order singularly perturbed differential difference equation with both the negative and positive shifts is considered. A fitted non-polynomial spline approach is applied to solve the problem. Taylor series expansion process is being used to produce an approximated form of the…
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Artikel Jurnal
Existence Fixed Point Solutions for C-Class Functions in Bipolar Metric Spaces With Applications
In this study, the idea of C-class functions is introduced in the process of building a bi-polar metric space, along with often coupled fixed point theorems for these mappings in complete bi-polar metric spaces that associate altering distance function and ultra-altering distance function…
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