Journal Title：Differential Equations And Dynamical Systems

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.

《微分方程和動力系統》目標和范圍微分方程與動力系統是一門多學科期刊，其目的是發表高質量的原創研究論文，涉及常微分方程和偏微分方程、積分和積分微分方程、變分法、分岔理論和動力系統理論。 文章致力于將上述分析領域的方法和技術應用于神經網絡、控制理論；也歡迎物理、生物、醫學、社會和工程科學。特別是，對于與上述所有領域的建模方面相關的研究，必須通過證實研究在解決這些領域的問題方面的有用性，將數學結果解釋并轉化為應用領域。涉及計算和數值方面的論文將不考慮發表，除非有強有力的理論結果和分析支持。使命該期刊的使命是設想通過及時發表預先概述的科學技術領域的重大進展為科學家服務，并提供討論新科學發展的論壇。

Differential Equations And Dynamical Systems由Springer Nature出版商出版，收稿方向涵蓋MATHEMATICS, APPLIED全領域，平均審稿速度 ，影響因子指數0.8，該期刊近期沒有被列入國際期刊預警名單，廣大學者值得一試。