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Journal of nonlinear sciences and its applications
Tome 17 (2024)
Précédent
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Sommaire du
Fascicule no. 1
A monotone iterative method for second order nonlinear problems with boundary conditions driven by maximal monotone multivalued operators
Béhi, D. A.
p. 1-18
Some observations on statistical convergence of uncertain double sequences of fuzzy numbers
Kisi, O.
;
Choudhury, Ch.
p. 19-29
$S^{JS}$
-metric spaces: a survey
Beg, I.
;
Roy, K.
;
Saha, M.
p. 30-69
Strong convergence of perturbed Mann iteration for systems of variational inequality problems over the set of common fixed points of a finite family of demicontractive mappings in Banach spaces
Sow, T. M. M.
p. 70-81
Sommaire du
Fascicule no. 2
On the oscillatory behavior of solutions of canonical and noncanonical even-order neutral differential equations with distributed deviating arguments
El-Gaber, A. A.
p. 82-92
Common fixed point theorems for two mappings in
$b$
-metric-like spaces
Najmabadi, B. M.
;
Shateri, T. L.
p. 93-99
Ulam type stability of
$\psi $
-Riemann-Liouville fractional differential equations using
$\left( k,\psi \right) $
-generalized Laplace transform
Mısır, A.
;
Cengizhan, E.
;
Başcı, Y.
p. 100-114
Sommaire du
Fascicule no. 3
Existence fixed point in convex extended
$s$
-metric spaces with applications
Alqifiary, Q. H.
;
Park, C.
p. 115-122
Equivalence between best proximity point and fixed point for some class of multi-valued mappings
Mandal, M.
;
Som, S.
p. 123-127
Duality for non-smooth semidefinite multiobjective programming problems with equilibrium constraints using convexificators
Upadhyay, B. B.
;
Singh, S. K.
;
Stancu-Minasian, I. M.
p. 128-149
Sommaire du
Fascicule no. 4
New types of convergence of double sequences in neutrosophic fuzzy
$G$
-metric spaces
Khan, V. A.
;
Kisi, O.
;
Akbiyik, R.
p. 150-179
Some inequality and Berezin number type inequalities
Gurdal, M.
;
Stojiljkovic, V.
p. 180-190
Existence and stability of mild solutions to non autonomous impulsive stochastic neutral integrodifferential equations
Thiam, P. A.
;
Elbou, Kh.
;
Abdi, S. A.
;
Diop, M. A.
p. 191-207