非线性微分方程与应用(NoDEA)为应用科学领域的非线性微分方程研究提供了一个平台。NoDEA感兴趣的研究领域包括但不限于:确定性和随机性常微分方程，偏微分方程，有限和无限维动力系统，定性分析解决方案，变分法、拓扑法和粘度法，数学控制理论,复杂的动力学和模式形成，近似和数值方面。欢迎在经典、统计和量子力学、流体力学、电磁学、化学动力学、燃烧理论、人口动力学、经济学和金融学等科学领域发表具有较强数学内容的应用型文章。
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Nonlinear Differential Equations and Applications (NoDEA) provides a forum for research contributions on nonlinear differential equations motivated by application to applied sciences. The research areas of interest for NoDEA include, but are not limited to:deterministic and stochastic ordinary and partial differential equations,finite and infinite-dimensional dynamical systems,qualitative analysis of solutions,variational, topological and viscosity methods,mathematical control theory,complex dynamics and pattern formation,approximation and numerical aspects.The journal also welcomes application-oriented articles with strong mathematical content in scientific areas such as classical, statistical and quantum mechanics, fluid dynamics, electromagnetism, chemical kinetics, combustion theory, population dynamics, economics and finance.
