[PDF] Top 20 On nonlocal boundary value problems of nonlinear q difference equations
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On nonlocal boundary value problems of nonlinear q difference equations
... The aim of our paper is to present some existence results for the problem (1.1). The first result relies on the nonlinear alternative of Leray-Schauder type. In the second result, we apply Banach’s contraction ... See full document
10
Positive solutions for a system of nonlinear fractional nonlocal boundary value problems with parameters and p-Laplacian operator
... In this paper, we investigate the existence of positive solutions for a system of nonlinear fractional differential equations nonlocal boundary value problems with parameters and ... See full document
18
Quasilinearization for nonlinear boundary value problems for delay type difference equations with maxima
... difference equations with maxima are studied in ...of boundary value problems for difference equations have been studied and the monotone iterative method has been ...ence ... See full document
14
Boundary value problems for a coupled system of second order nonlinear difference equations
... the boundary value problems are for difference equations, and less is known for coupled difference ...a boundary value problem for a single difference ... See full document
15
Eigenvalue of boundary value problem for nonlinear singular third order q difference equations
... The q-difference equations initiated in the beginning of the th century [–], is a very interesting field in difference ...on q-difference equations, we refer the reader to ...of ... See full document
8
Existence solutions for boundary value problem of nonlinear fractional q difference equations
... [, ] and the references therein. As far as we know, there are very few results devoted to weak solutions of nonlinear fractional differential equations [–]. Motivated by the above mentioned papers, ... See full document
12
On nonlocal fractional q-integral boundary value problems of fractional q-difference and fractional q-integrodifference equations involving different numbers of order and q
... of boundary value problems for fractional q-difference equations showing an operation of the investigative ...incorporating nonlocal condi- tions that are both extensive and more ... See full document
19
Boundary value problems of fractional q-difference equations on the half-line
... Boundary value problems on a half-line arise quite naturally in the study of radially symmetric solutions of nonlinear elliptic equations and models of gas pressure in a semi- infinite ... See full document
16
Existence results for fractional q difference equations with nonlocal q integral boundary conditions
... In this paper, we discuss the existence of positive solutions for nonlocal q-integral boundary value problems of fractional q-difference equations. By applying the ... See full document
15
Boundary value problems for fractional differential equations with nonlocal boundary conditions
... for boundary value problems of fractional differential equations with local boundary value problems by the use of techniques of nonlinear anal- ysis (fixed-point ... See full document
12
Positive global solutions of nonlocal boundary value problems for the nonlinear convection reaction-diffusion equations
... The purpose of this study is to establish the existence and uniqueness of the positive global solutions or positive solutions for problems (.) or problem (.). This paper is organized as follows. In Section , ... See full document
13
Existence of positive solutions for two point boundary value problems of nonlinear fractional q difference equation
... where 2 < α ≤ 3, f : [0, 1] × [0, + ∞ ) × R → [0, + ∞ ) is continuous. In Sect. 2, we will give some necessary definitions of fractional q-calculus and deduce the new properties of the Green function. In Sect. ... See full document
12
Separated boundary value problems for second order impulsive q integro difference equations
... Note that the operator A : U → PC(J, R) is continuous and completely continuous. From the choice of U, there is no x ∈ ∂U such that x = θ Ax for some θ ∈ (, ). Consequently, by the nonlinear alternative of ... See full document
23
Positive solutions of nonlinear boundary value problems for delayed fractional q difference systems
... fractional q-difference system ...Schauder nonlinear alternative. By a positive solution for the fractional q-difference sys- tem ...fractional q-difference equations when τ ij (t) ≡ t for ... See full document
16
Singular boundary value problems for quasi differential equations
... Singular nonlinear boundary value problems for higher order ordinary differential equations, Nonlin.. Singular boundary value problems, Bull.[r] ... See full document
8
Boundary value problems for fractional q difference equations with nonlocal conditions
... of q-difference equations, the subject received a consider- able interest of many mathematicians and from many aspects, theoretical and ...specifically, q-difference equations have been widely ... See full document
16
Anti-periodic boundary value problems involving nonlinear fractional q-difference equations
... fractional q-difference calculus had its origin in the works by Al-Salam [8] and Agarwal ...fractional q-difference calculus were made, for example, q-analogues of the integral and ... See full document
8
On a nonlocal boundary value problem for nonlinear second order Hahn difference equation with two different \(q,\omega\) derivatives
... difference equations and investigated the existence and uniqueness results for the initial value problems for Hahn difference equations by using the method of successive approximations; ... See full document
25
Nonlocal boundary value problems for second order nonlinear Hahn integro difference equations with integral boundary conditions
... difference equations, and investigated the existence and uniqueness results of the initial value problems with Hahn difference equations using the method of successive ... See full document
18
Nonlocal boundary value problems for impulsive fractional \(q {k}\) difference equations
... Setting Q(x) = (x/) + , V(x) = (x/) + (/), p ∗ = /, and β = , there exists a constant M ∗ > . satisfying (.). Thus, the hypothesis of Theorem . is satisfied. In consequence, the ... See full document
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