Journal Title:Journal Of Nonlinear Science
The mission of the Journal of Nonlinear Science is to publish papers that augment the fundamental ways we describe, model, and predict nonlinear phenomena. Papers should make an original contribution to at least one technical area and should in addition illuminate issues beyond that area's boundaries. Even excellent papers in a narrow field of interest are not appropriate for the journal. Papers can be oriented toward theory, experimentation, algorithms, numerical simulations, or applications as long as the work is creative and sound. Excessively theoretical work in which the application to natural phenomena is not apparent (at least through similar techniques) or in which the development of fundamental methodologies is not present is probably not appropriate. In turn, papers oriented toward experimentation, numerical simulations, or applications must not simply report results without an indication of what a theoretical explanation might be.
All papers should be submitted in English and must meet common standards of usage and grammar. In addition, because ours is a multidisciplinary subject, at minimum the introduction to the paper should be readable to a broad range of scientists and not only to specialists in the subject area. The scientific importance of the paper and its conclusions should be made clear in the introduction-this means that not only should the problem you study be presented, but its historical background, its relevance to science and technology, the specific phenomena it can be used to describe or investigate, and the outstanding open issues related to it should be explained. Failure to achieve this could disqualify the paper.
Journal of Nonlinear Science 的使命是发表论文,增强我们描述、建模和预测非线性现象的基本方式。论文应至少对一个技术领域做出原创贡献,此外还应阐明该领域边界之外的问题。即使是感兴趣的狭窄领域的优秀论文也不适合该期刊。论文可以面向理论、实验、算法、数值模拟或应用,只要工作具有创造性和合理性。对自然现象的应用不明显(至少通过类似技术)或基本方法的发展不存在的过度理论工作可能是不合适的。反过来,面向实验、数值模拟或应用的论文不能简单地报告结果而不指出可能的理论解释。
所有论文均应以英语提交,并且必须符合通用的用法和语法标准。此外,由于我们是一门多学科学科,因此论文的引言至少应该可供广大科学家阅读,而不仅仅是该学科领域的专家。论文及其结论的科学重要性应该在引言中明确——这意味着不仅要介绍你研究的问题,还要介绍它的历史背景、它与科学技术的相关性、它可以用来解释的具体现象。描述或调查,并解释与之相关的悬而未决的问题。未能做到这一点可能会取消论文的资格。
大类学科 | 小类学科 | 分区 | Top期刊 | 综述期刊 |
数学 | PHYSICS, MATHEMATICAL 物理:数学物理 MATHEMATICS, APPLIED 应用数学 MECHANICS 力学 | 2区 | 是 | 是 |
大类学科 | 小类学科 | 分区 |
数学 | PHYSICS, MATHEMATICAL 物理:数学物理 MATHEMATICS, APPLIED 应用数学 MECHANICS 力学 | 2区 |
期刊名称 | 领域 | 中科院分区 | 影响因子 |
Publicacions Matematiques | 数学 | 2区 | 1.100 |
Calculus Of Variations And Partial Differential Equations | 数学 | 2区 | 2.100 |
Review Of Symbolic Logic | 数学 | 2区 | 0.600 |
Review Of Symbolic Logic | 数学 | 2区 | 0.600 |
Siam Journal On Matrix Analysis And Applications | 数学 | 2区 | 1.500 |
Siam Journal On Matrix Analysis And Applications | 数学 | 2区 | 1.500 |