[PDF] Top 20 RESUMEN DE FILOSOFÍA- MITO Y PENSAMIENTO EN LA GRECIA ANTIGUA
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Two Definitions of Fractional Derivative of Powers Functions
... of fractional derivative to be applicable for both negative and positive ...of fractional orders, this term is an infinite summation and we have to discuss about the ...the fractional ... See full document
19
Vol 6, No 6 (2015)
... generalized fractional integral and derivative operators given by ...useful functions, which are expressible in terms of the I-function [10], the H-function [6], the Mittag-Leffler function [6, ... See full document
5
Fractionalization of a Class of Semi Linear Differential Equations
... more fractional order (non-integer order) ...a fractional derivative. In fractional calculus, there are several definitions (see the next section below) of a fractional deriva- ... See full document
40
On isomorphism implemented by mixed fractional integrals in hölder spaces
... Riemann-Liouville fractional integration operator establishes an isomorphism between Hölder spaces for functions one ...Riemann-Liouville fractional integration operats and mixed fractional ... See full document
12
Second Hankel Determinant for a Class of Analytic Functions Defined by Fractional Derivative
... La, bLb, cf La, cf b, c / ∈ Z − 0 , f ∈ A , 1.10 holds. Each of the following definitions will also be required in our present investigation. Definition 1.1 cf. 4, 5 , see also 6 . Let the function f be analytic ... See full document
10
Lyapunov type inequalities for sequential fractional boundary value problems using Hilfer’s fractional derivative
... Hilfer fractional differential equation with two types of multi-point boundary ...for fractional BVP with Hilfer derivative has seldom been considered up to ...Hilfer fractional ... See full document
173
A Cauchy-type problem with a sequential fractional derivative in the space of continuous functions
... In this problem there are two conditions even when 0 <a + b < 1. The two initial conditions are based on the composition (27). The condition (29) is of one order less than that in the differential ... See full document
346
The Fractional Derivative Approach for the Diffraction Problems: Plane Wave Diffraction by Two Strips with the Fractional Boundary Conditions
... of fractional operators in electrodynamics were developed by Engheta and then, Veliev and Ivakhnychenko ...a fractional paradigm which states that if the function and its first derivative describe ... See full document
10
Vol 2, No 8 (2011)
... univalent functions. For two functions f, g ∈ A , we say that the function f(z) is subordinate to g(z) in ∆ and write f g or f(z) g(z), if there exists an analytic function w(z) with w(0) = 0 and ... See full document
324
Numerical solution of fractional order mathematical model of drug resistant tuberculosis with two line treatment
... by two dimensional graph in two types of initial conditions and values of parameters as in ...line two treatments efficiently control the Mycobacterium ... See full document
36
Generalization of Certain Subclasses of Multivalent Functions with Negative Coefficients Defined by Cho Kwon Srivastava Operator
... [11] H. M. Srivastava and M. K. Aouf, “A Certain Fractional Derivative Operator and Its Applications to a New Class of Analytic and Multivalent Functions with Negative Co- efficients. I and II,” ... See full document
84
Probabilistic solutions to nonlinear fractional differential equations of generalized Caputo and Riemann–Liouville type
... of fractional differential equations has been actively studied due to its vast applications in different fields of science (see, ...of fractional ordinary differen- tial equations (FODE’s) and ... See full document
78
Turing pattern formation with fractional diffusion and fractional reactions
... In recent years, there has been a rapid proliferation in experimental findings of anomalous sub-diffusion reported in materials physics [1, 2], biophysics [3, 4] and econophysics [5]. Anomalous sub-diffusion is ... See full document
6
Using shifted Legendre scaling functions for solving fractional biochemical reaction problem
... Ultimately, taking the square roots completes the proof. □ The error of shifted Legendre scaling functions C T Φ(t) decays like 2 − iJ . As it was mentioned before, the number of basis functions is n = 2 J ... See full document
10
A new Riemann–Liouville type fractional derivative operator and its application in generating functions
... type fractional derivative ...new fractional derivative ...generating functions for the extended hypergeometric function F p,q using the new ... See full document
5
A New Truncated M-Fractional Derivative Type Unifying Some Fractional Derivative Types with Classical Properties
... sense, fractional derivatives are used to propose modeling in order to obtain more precise results in the studies and applications involving differential equations ...-fractional derivative type, we ... See full document
22
Generalized fractional calculus to a subclass of analytic functions for operators on Hilbert space
... In this paper, we investigate some generalized results of applications of fractional integral and derivative operators to a subclass of analytic functions for operators on Hilbert space.[r] ... See full document
213
A New Class of Analytic and Multivalent Function Associated With a Fractional Calculus Operator
... (1992), A certain fractional derivative operator and its applications to a new class of analytic and multivalent functions with negative coefficients, Journal of Mathematica[r] ... See full document
82
A New Extension of Extended Caputo Fractional Derivative Operator
... [20] S. G. Samko, A. A. Kilbas, O. I. Marichev, Fractional integrals and derivatives, Theory and applications, Edited and with a foreword by S. M. Niko´lskiˇ, Translated from the 1987 Russian original, Revised by ... See full document
16
Solution to time fractional generalized KdV of order 2q+1 and system of space fractional PDEs
... special functions give more powerful analytical instru- ment for solving a wide range of engineering and physical ...complicated fractional differential ... See full document
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