微分方程和动力系统 SCIE

期刊简介预计审稿时间：

Differential Equations And Dynamical Systems Is A Multidisciplinary Journal Whose Aim Is To Publish High Quality Original Research Papers In Ordinary And Partial Differential Equations, Integral And Integro-differential Equations, Calculus Of Variations, Bifurcation Theory And Dynamical Systems Theory.  Articles Devoted To The Application Of Methods And Techniques From The Above Fields Of Analysis To Neural Networks, Control Theory; Physical, Biological, Medical, Social And Engineering Sciences Are Also Welcome.in Particular, For Studies Related To Modelling Aspects In All The Above Areas, It Is Essential That The Mathematical Results Be Interpreted And Translated To The Application Domains By Substantiating The Usefulness Of The Research In Solving Problems In Those Realms. Papers Dealing With Computational And Numerical Aspects Will Not Be Considered For Publication Unless Supported By Strong Theoretical Results And Analyses. Missionthe Mission Of The Journal Envisages To Serve Scientists Through Prompt Publication Of Significant Advances In The Branches Of Science And Technology Beforehand Outlined And To Provide A Forum For The Discussion Of New Scientific Developments.

《微分方程和动力系统》目标和范围微分方程与动力系统是一门多学科期刊，其目的是发表高质量的原创研究论文，涉及常微分方程和偏微分方程、积分和积分微分方程、变分法、分岔理论和动力系统理论。 文章致力于将上述分析领域的方法和技术应用于神经网络、控制理论；也欢迎物理、生物、医学、社会和工程科学。特别是，对于与上述所有领域的建模方面相关的研究，必须通过证实研究在解决这些领域的问题方面的有用性，将数学结果解释并转化为应用领域。涉及计算和数值方面的论文将不考虑发表，除非有强有力的理论结果和分析支持。使命该期刊的使命是设想通过及时发表预先概述的科学技术领域的重大进展为科学家服务，并提供讨论新科学发展的论坛。

如果您需要协助投稿或润稿服务，您可以咨询我们的客服老师。我们专注于期刊投稿服务十年，熟悉发表政策，可为您提供一对一投稿指导，避免您在投稿时频繁碰壁，节省您的宝贵时间，有效提升发表机率，确保SCI检索（检索不了全额退款）。我们视信誉为生命，多方面确保文章安全保密，在任何情况下都不会泄露您的个人信息或稿件内容。