Papers in ISI Journals ( Capacity and Nonlinear Fractional Calculus)

Journal Article

مستخلص المنشور

(1) Mohamed JLELI and Bessem SAMET, On positive solutions for a class
of singular nonlinear fractional di erential equations. Boundary Value Prob-
lems, 2012:73 , (2012).
(2) Mohamed JLELI, Erdal KARAPINAR and Bessem SAMET, Positive So-
lutions for Multipoint Boundary Value Problems for Singular Fractional Dif-
ferential Equations. Journal of Applied Mathematics, Volume 2014, Article
ID 596123, (2014).
(3) Mohamed JLELI and Bessem SAMET. Nonexistence of global solutions
for di erential inequalities of Sobolev type. Electronic Journal of Di erential
Equations, 209, 1-9 (2014).
(4) Mohamed JLELI, Mokhtar KIRANE and Bessem SAMET, Nonexistence
of global solutions for a class of two-time nonlinear evolution equations.
Computers and Mathematics with Applications. Volume 68, Issue 12, Part
A, 2028-2035, (2014).
(5) Mohamed JLELI and Bessem SAMET. Lyapunov-type inequalities for a
fractional di erential equation with mixed boundary conditions. Mathemat-
ical Inequalities and Applications. Volume 18, Number 2,443451, (2015).
(6) Mohamed JLELI and Bessem SAMET, Existence of positive solutions to
a coupled system of fractional di erential equations. Mathematical Methods
in the Applied Sciences. Volume 38, Issue 6, pages 10141031 (2015).
(7) Mohamed JLELI and B. Samet, Existence of positive solutions to an ar-
bitrary order fractional di erential equation via a mixed monotone operator
method, Nonlinear Analysis: Modelling and Control, Vol. 20, No. 3, 367-376
(2015).
(8) Mohamed JLELI and Bessem Samet, Lyapunov-type inequalities for frac-
tional boundary-value problems, Electron. J. Di . Equ., Vol. 2015, No. 88,
pp. 1-11 (2015).
(9) Mohamed JLELI and Bessem SAMET, The Decay of mass for a nonlinear
fractional reactiondi usion equation. Mathematical Methods in the Applied
Sciences. Volume 38, Issue 7, pages 1369-1378, (2015).
(10) Jleli, Mohamed, Mokhtar Kirane, and Bessem Samet. "Nonexistence re-
sults for a class of evolution equations in the Heisenberg group." Fractional
Calculus and Applied Analysis 18.3 (2015): 717-734.
(11) Ibtehal Azman, Mohamed JLELI and Bessem SAMET, Blow-up of solu-
tions to parabolic inequalities in the Heisenberg group . Electron. J. Di .
Equ., Vol. 2015 No. 167, pp. 1-9, (2015).