[PDF] Top 20 Positive solutions for boundary value problems of fractional difference equations depending on parameters
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Positive solutions for boundary value problems of fractional difference equations depending on parameters
... PW: Fractional q-calculus on a time ...Initial value problems in discrete fractional ...Two-point boundary value problems for finite fractional difference ... See full document
14
Positive solutions for a system of nonlinear fractional nonlocal boundary value problems with parameters and p-Laplacian operator
... of positive solutions for a system of nonlinear fractional differential equations nonlocal boundary value problems with parameters and p-Laplacian ...for ... See full document
18
Existence of positive solutions for a system of Caputo fractional difference equations depending on parameters
... difference equations have been of great interest ...discrete fractional calculus itself, see [–] and the references ...Caputo fractional sums and dif- ferences, studied some of their ...the ... See full document
14
Existence of positive solutions for two point boundary value problems of nonlinear fractional q difference equation
... The term “q-difference” actually refers to quantum difference. Quantum calculus, some- times called calculus without limits, is equivalent to traditional infinitesimal calculus with- out the notion of limits. It defines ... See full document
12
Positive solutions for superlinear fractional boundary value problems
... differential equations are gaining much importance and attention since they can be applied in various fields of science and ...by fractional differential ... See full document
16
Multiple positive solutions for nonlocal boundary value problems of singular fractional differential equations
... nonlocal boundary value prob- lems of fractional differential equations; see [–] and ...of positive solutions for the following fractional differential ... See full document
11
Positive solutions of fractional p Laplacian equations with integral boundary value and two parameters
... value problems of fractional differential equations with p-Laplacian operator have been obtained; see ...practical problems, disturbance is objective. As a bound- ary value ... See full document
15
Positive solutions to singular Dirichlet type boundary value problems of nonlinear fractional differential equations
... multiple positive solutions to positone and semipositone Dirichlet-type BVP ...of positive solutions are obtained by means of the fixed point theory in ... See full document
14
On nonlocal fractional sum difference boundary value problems for Caputo fractional functional difference equations with delay
... of positive solutions are obtained by Krasnosel’skii fixed point ...of positive solu- tions for the three-point fractional sum boundary value problem for Caputo fractional ... See full document
14
Positive solutions of nonlinear boundary value problems for delayed fractional q difference systems
... of positive solutions for fractional q-difference system ...a positive solution for the fractional q-difference sys- tem ...with positive components on [, ] such that ...of ... See full document
16
On the existence of positive solutions for generalized fractional boundary value problems
... of positive solutions is established for boundary value problems defined within generalized Riemann–Liouville and Caputo fractional ...proposed problems into integral ... See full document
20
Positive solutions of a singular semipositone boundary value problems for fourth order coupled difference equations
... fourth-order boundary value problems of ordinary value problems have important application in various branches of pure and applied ...the boundary value problems of ... See full document
17
Boundary value problems for fractional difference equations with three point fractional sum boundary conditions
... The plan of this paper is as follows. In Section we recall some definitions and basic lem- mas. Also, we derive a representation for the solution to (.) by converting the problem to an equivalent summation equation. ... See full document
13
Positive solutions to a system of semipositone fractional boundary value problems
... differential equations describe many phenomena in various fields of engineer- ing and scientific disciplines such as physics, biophysics, chemistry, biology, economics, control theory, signal and image processing, ... See full document
11
Positive solutions for a new class of Hadamard fractional differential equations on infinite intervals
... about fractional differential equations have received much develop- ment, and many applications of fractional differential equations have appeared in some fields which include physics, ... See full document
9
The method of lower and upper solutions for the general boundary value problems of fractional differential equations with p Laplacian
... upper solutions for a general boundary value problem of fractional differential equations with p-Laplacian ...of positive solutions for the equations with multiple ... See full document
15
Positive solution for q fractional four point boundary value problems with p Laplacian operator
... of solutions or positive solutions for boundary value problems involving nonlinear fractional q-difference equations by the use of some well-known fixed point ... See full document
14
Positive solutions to fractional boundary value problems with nonlinear boundary conditions
... on fractional boundary value problem with integral boundary con- ditions, let us refer to Vong ...investigated positive solutions of the nonlocal bound- ary value problem ... See full document
15
Forced oscillation for solutions of boundary value problems of fractional partial difference equations
... discrete fractional difference operator based on an infinite ...of fractional difference equations has been studied by several ...discrete fractional calculus were published, which helped to ... See full document
12
Positive Solutions for Fractional Differential Equations with Multi Point Boundary Value Problems
... differential equations have been of great interest ...of fractional calculus itself as well as its ...differential equations arise in rheology, dynamical processes in self similar and porous ... See full document
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