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英国
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Nonlinearity 中科院2区 JCR:Q2 SCIE PubMed JST
发文量 5,424
被引量 118,123
影响因子(2025版) 1.531

Aimed primarily at mathematicians and physicists interested in research on nonlinear phenomena, the journal's coverage ranges from proofs of important theorems to papers presenting ideas, conjectures and numerical or physical experiments of significant physical and mathematical interest. Subject coverage: The journal publishes papers on nonlinear mathematics, mathematical physics, experimental physics, theoretical physics and other areas in the sciences where nonlinear phenomena are of fundamental importance. A more detailed indication is given by the subject interests of the Editorial Board members, which are listed in every issue of the journal. Due to the broad scope of Nonlinearity, and in order to make all papers published in the journal accessible to its wide readership, authors are required to provide sufficient introductory material in their paper. This material should contain enough detail and background information to place their research into context and to make it understandable to scientists working on nonlinear phenomena. Nonlinearity is a journal of the Institute of Physics and the London Mathematical Society.

  • 主办单位： IOP PUBLISHING LTD
  • 出版地区： BRISTOL
  • 出版周期： 月刊
  • 别名： NONLINEARITY;NONLINEARITY;非线性
  • 国际标准连续出版物号/电子版： ISSN 0951-7715 / EISSN 1361-6544
  • 创刊时间： 1988年
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Initial DataHausdorff DimensionHamiltonian SystemsNonlinear Schrodinger EquationStokes EquationsDifferential EquationsDynamical SystemGlobal Well-posednessPartial DerivativeExistence and UniquenessMAPSEuler EquationsAsymptotic StabilityPeriodic OrbitNormal FormSymbolic DynamicsDiffusion EquationsPhase SpaceHomoclinic OrbitsHamiltonian System

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2025年12期
共：6篇

      Paper

    • Kim, Taehyeong

    • Morand, Thomas

    • Alves, Claudianor O.Santos Junior, Joao R.Silva, Mayara S. B.

    • Li, KunquanGuo, Zhengguang

    • Lustri, Christopher J.King, John R.

2025年12期

2025年12期

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