Journal of Nonlinear Science
Overview
The Journal of Nonlinear Science is a leading interdisciplinary publication that focuses on the study of nonlinear phenomena in various scientific disciplines. It publishes high-quality research articles, reviews, and letters that explore the dynamics, behavior, and mathematical modeling of nonlinear systems. The journal serves as a platform for researchers and scholars to exchange knowledge and advancements in the field of nonlinear science.
Details
Details
Abbr.
J Nonlinear Sci
Start
1991
End
Continuing
Frequency
Six issues yearly
p-ISSN
0938-8974
e-ISSN
1432-1467
Country
Germany
Language
English
Metrics
Metrics
h-index / Ranks: 5723
64
SJR / Ranks: 2908
1179
CiteScore / Ranks: 4778
5.20
JIF / Ranks: 3481
3.0
Recent Articles
11.
Ham S, Li Y, Jeong D, Lee C, Kwak S, Hwang Y, et al.
J Nonlinear Sci
. 2022 Sep;
32(6):80.
PMID: 36089998
In this study, we propose an explicit adaptive finite difference method (FDM) for the Cahn-Hilliard (CH) equation which describes the process of phase separation. The CH equation has been successfully...
12.
Duruisseaux V, Leok M
J Nonlinear Sci
. 2022 May;
32(4):42.
PMID: 35502199
A variational formulation for accelerated optimization on normed vector spaces was recently introduced in Wibisono et al. (PNAS 113:E7351-E7358, 2016), and later generalized to the Riemannian manifold setting in Duruisseaux...
13.
Piovano P, Velcic I
J Nonlinear Sci
. 2022 Apr;
32(3):32.
PMID: 35400851
The continuum model related to the , i.e., the problem of determining the equilibrium shape of crystalline drops resting on a substrate, is derived in dimension two by means of...
14.
Huang Y, Huang H, Juang J, Wu C
J Nonlinear Sci
. 2022 Jan;
32(1):15.
PMID: 34975231
In this paper, we propose and analyze a nonsmoothly two-dimensional map arising in a seasonal influenza model. Such map consists of both linear and nonlinear dynamics depending on where the...
15.
de la Hoz F, Kumar S, Vega L
J Nonlinear Sci
. 2021 Dec;
32(1):9.
PMID: 34966217
The aim of this paper is twofold. First, we show the evolution of the vortex filament equation (VFE) for a regular planar polygon in the hyperbolic space. Unlike in the...
16.
Scarpa L
J Nonlinear Sci
. 2021 Nov;
31(2):45.
PMID: 34720441
A Cahn-Hilliard equation with stochastic multiplicative noise and a random convection term is considered. The model describes isothermal phase-separation occurring in a moving fluid, and accounts for the randomness appearing...
17.
Gao D, Lou Y
J Nonlinear Sci
. 2021 Jul;
31(5):73.
PMID: 34248287
Based on a susceptible-infected-susceptible patch model, we study the influence of dispersal on the disease prevalence of an individual patch and all patches at the endemic equilibrium. Specifically, we estimate...
18.
Huang H, Qiu J
J Nonlinear Sci
. 2021 Mar;
31(1):6.
PMID: 33758469
In this paper, we propose and study a stochastic aggregation-diffusion equation of the Keller-Segel (KS) type for modeling the chemotaxis in dimensions . Unlike the classical deterministic KS system, which...
19.
Holm D
J Nonlinear Sci
. 2020 Dec;
31(1):4.
PMID: 33364683
We are modelling multiscale, multi-physics uncertainty in wave-current interaction (WCI). To model uncertainty in WCI, we introduce stochasticity into the wave dynamics of two classic models of WCI, namely the...
20.
Koltai P, Renger D
J Nonlinear Sci
. 2018 Sep;
28(5):1915-1957.
PMID: 30220792
One way to analyze complicated non-autonomous flows is through trying to understand their transport behavior. In a quantitative, set-oriented approach to transport and mixing, finite time coherent sets play an...