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Toplam kayıt 11, listelenen: 1-10
On the Oscillation of Fractional Order Nonlinear Differential Equations
(Sakarya Üniversitesi, 2017-10-16)
In the article, we are concerned with the oscillatory solutions of a class of fractional differential equations. By using generalized Riccati function and Hardy inequalities, we present some oscillation criterias. As a ...
Oscillatory Behavior of Solutions of Differential Equations with Fractional Order
(Natural Sciences Publishing (NSP), 2017-05-01)
In this paper, we investigated a kind of fractional differential equations with damping term. Using generalized Riccati function, we present some oscillation criteria. Finally, some examples are given to illustrative the ...
The Common Solution for a Generalized Equilibrium Problem, A Variational Inequality Problem and A Hierarchical Fixed Point Problem
(SpringerOpen, 2015-02-12)
The present paper aims to deal with a new iterative method to find a common solution of a generalized equilibrium problem, a variational inequality problem and a hierarchical fixed point problem for a sequence of nearly ...
Sinc-Galerkin Method for Approximate Solutions of Fractional Order Boundary Value Problems
(SpringerOpen, 2013-12-30)
In this paper we present an approximate solution of a fractional order two-point boundary value problem (FBVP). We use the sinc-Galerkin method that has almost not been employed for the fractional order differential ...
Stability, Synchronization Control and Numerical Solution of Fractional Shimizu–Morioka Dynamical System
(Natural Sciences Publishing (NSP), 2014-07-01)
In this paper we concern with asymptotic stability, synchronization control and numerical solution of incommensurate order fractional Shimizu–Morioka dynamical system. Firstly we prove the existence and uniqueness of the ...
Numerical Solution of Fractional Benney Equation
(Natural Sciences Publishing (NSP), 2014-07-01)
In this paper we propose a new solution technique for numerical solution of fractional Benney equation, a fourth degree nonlinear fractional partial differential equation with broad range of applications. The method could ...
Convexity of Certain q Integral Operators of p Valent Functions
(Hindawi Publishing Corporation, 2014-05-12)
By applying the concept (and theory) of fractional -calculus, we first define and introduce two new -integral operators for certain analytic functions defined in the unit disc . Convexity properties of these -integral ...
Oscillation Properties of Solutions of Fractional Difference Equations
(VINCA INST NUCLEAR SCI, MIHAJLA PETROVICA-ALASA 12-14 VINCA, 11037 BELGRADE. POB 522, BELGRADE, 11001, SERBIA, 2019)
In this article, studied the properties of the oscillation of fractional difference equations, and we obtain some results. The results we obtained are an expansion and further development of highly known results. Then we ...
Legendre Wavelet Operational Matrix Method for Solving Fractional Differential Equations in Some Special Conditions
(VINCA INST NUCLEAR SCI, MIHAJLA PETROVICA-ALASA 12-14 VINCA, 11037 BELGRADE. POB 522, BELGRADE, 11001, SERBIA, 2019)
This paper proposes a new technique which rests upon Legendre wavelets for solving linear and non-linear forms of fractional order initial and boundary value problems. In some particular circumstances, a new operational ...
The Gegenbauer Wavelets-Based Computational Methods for the Coupled System of Burgers' Equations with Time-Fractional Derivative
(MDPI, ST ALBAN-ANLAGE 66, CH-4052 BASEL, SWITZERLAND, 2019)
In this study, Gegenbauer wavelets are used to present two numerical methods for solving the coupled system of Burgers' equations with a time-fractional derivative. In the presented methods, we combined the operational ...