Open Access Journal
Differential Equations & Applications
Volume: 9
Year: 2017
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Articles
Article number / DOI |
Authors / Title |
Pages |
Abstract |
Article |
09-01 |
Jesús Rodríguez,
Adam J. Suarez:
Existence of solutions to nonlinear boundary value problems
|
1–11 |
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09-02 |
D. D. Hai,
C. Qian:
On global convergence of forced nonlinear delay differential equations and applications
|
13–28 |
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09-03 |
Sivaraj Tamilvanan,
Ethiraju Thandapani,
Jozef Džurina:
Oscillation of second order nonlinear differential equation with sub-linear neutral term
|
29–35 |
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09-04 |
B. Juarez-Campos,
Elena Kaikina,
Hector F. Ruiz-Paredes:
Nonlinear model of quasi-stationary process in crystalline semiconductor
|
37–55 |
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09-05 |
J. Henderson,
Q. Sheng,
C. C. Tisdell:
Constructive existence results for solutions to systems of boundary value problems via general Lyapunov methods
|
57–68 |
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09-06 |
Mohammed Aïboudi,
Ikram Bensari-Khelil,
Bernard Brighi:
Similarity solutions of mixed convection boundary-layer flows in a porous medium
|
69–85 |
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09-07 |
A. K. Tripathy,
S. S. Santra:
Characterization of a class of second order neutral impulsive systems via pulsatile constant
|
87–98 |
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09-08 |
Amina Boucenna,
Mabrouk Briki,
Toufik Moussaoui,
Donal O'Regan:
Minimization principle in ordered Banach spaces and application via Ekeland's variational principle
|
99–104 |
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09-09 |
András Szabó-Solticzky:
Dynamics of a link-type independent adaptive epidemic model
|
105–122 |
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09-10 |
Zi Jian Luo,
Jin Rong Wang:
Study on iterative learning control for Riemann-Liouville type fractional-order systems
|
123–139 |
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09-11 |
Daniel C. Biles:
Nonexistence of solutions for second-order initial value problems
|
141–146 |
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Article number / DOI |
Authors / Title |
Pages |
Abstract |
Article |
09-12 |
Ravi P. Agarwal,
Ahmed Alsaedi,
Alaa Alsharif,
Bashir Ahmad:
On nonlinear fractional-order boundary value problems with nonlocal multi-point conditions involving Liouville-Caputo derivative
|
147–160 |
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09-13 |
Wenli Wang,
Jingfeng Tian:
Nonlinear boundary value problems for impulsive differential equations with causal operators
|
161–170 |
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09-14 |
Ratan Kr. Giri,
D. Choudhuri:
A problem involving the p-Laplacian operator
|
171–181 |
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09-15 |
Ngo Phuoc Nguyen Ngoc:
Ulam-Hyers-Rassias stability of a nonlinear stochastic integral equation of Volterra type
|
183–193 |
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09-16 |
John R. Graef,
Shapour Heidarkhani,
Lingju Kong:
Infinitely many periodic solutions to a class of perturbed second-order impulsive Hamiltonian systems
|
195–212 |
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09-17 |
Zhengxin Zhou,
Lina Xie:
On a generalization of the Liouville formula
|
213–217 |
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09-18 |
J.-M. Belley,
A. Gueye:
Anti-periodic solutions of Abel differential equations with state dependent discontinuities
|
219–239 |
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09-19 |
Tran Thi Huyen Trang,
Hiroyuki Usami:
Asymptotic behavior of positive solutions of a Lanchester-type model
|
241–252 |
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09-20 |
Cholticha Nuchpong,
Sotiris K. Ntouyas,
Phollakrit Thiramanus,
Jessada Tariboon:
Asymptotic behavior of solutions of impulsive neutral differential equations with constant jumps
|
263–264 |
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09-21 |
Isahi Sánchez Suárez,
Gerardo Loreto Gómez,
Marcela Morales Morfín:
Non homogeneous Dirichlet problem for the KdVB equation on a segment
|
265–283 |
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Article number / DOI |
Authors / Title |
Pages |
Abstract |
Article |
09-29 |
Ravi Agarwal,
Snezhana Hristova,
Donal O'Regan:
Practical stability of differential equations with non-instantaneous impulses
|
413–432 |
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09-30 |
Feliz Minhós,
Robert de Sousa:
Existence of solution for functional coupled systems with full nonlinear terms and applications to a coupled mass-spring model
|
433–452 |
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09-31 |
Bapurao C. Dhage:
A coupled hybrid fixed point theorem involving the sum of two coupled operators in a partially ordered Banach space with applications
|
453–477 |
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09-32 |
Jiafa Xu,
Donal O'Regan,
Chengmin Hou,
Yujun Cui:
Positive solutions for a class of fractional difference boundary value problems
|
479–493 |
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09-33 |
Bo Yang:
Maximum Principle for a fourth order boundary value problem
|
495–504 |
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09-34 |
R. Echarghaoui,
M. Khiddi,
S. M. Sbai:
Multiple positive solutions for a Choquard equation involving both concave-convex and Hardy-Littlewood-Sobolev critical exponent
|
505–520 |
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09-35 |
Xiaoqi Liu,
Zengqi Ou:
The (p,q)-elliptic systems with concave-convex nonlinearities
|
521–531 |
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09-36 |
Sheng-Ping Wang:
Multiple positive solutions for nonlocal boundary value problems with p-Laplacian operator
|
533–542 |
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09-37 |
John S. Spraker:
Solutions for a second-order Delay differential inclusion on the half-line with boundary values
|
543–552 |
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09-38 |
Hong-Yao Li,
Chun-Lei Tang,
Xing-Ping Wu:
Multiple positive solutions for a nonlinear Choquard equation with nonhomogeneous
|
553–563 |
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