MATHEMATICAL MODELS & METHODS IN APPLIED SCIENCES是一本国际学术期刊，ISSN号为0218-2025，由World Scientific出版社出版，出版地为新加坡，出版周期为月刊。该期刊的影响因子较高，具体数值需根据最新JCR报告确认，属于SCI收录期刊，中科院分区通常位于数学或应用数学领域的一区或二区，但具体分区需参考最新中科院升级版分区表。该期刊为非开放获取（OA）期刊。其发文特点聚焦于应用数学领域的理论、模型和方法研究，涵盖偏微分方程、数值分析、优化理论、计算数学及其在工程、物理、生物等跨学科领域的应用。期刊以高质量的原创研究和严谨的学术评审著称，风险较低，但投稿竞争激烈且审稿周期可能较长，适合数学与应用科学交叉领域的高水平研究成果发表。
Shape optimization of metastable states
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Global existence and finite-time blowup in a 2D no-flux-Dirichlet Keller-Segel system with matrix-valued sensitivity
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Energy-dissipation balance for a dynamic viscoelastic problem with memory in domains with growing cracks
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Stability of large-amplitude viscous shock under periodic perturbation for 1-d viscoelasticity with non-convex constitutive relations
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On uniqueness of coefficient identification in the Bloch–Torrey equation for magnetic resonance imaging
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Asymptotic stability of equilibrium states for cohesive fluids
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Kinetic modeling of wealth distribution with adaptive social behaviors
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A free boundary approach to the quasistatic evolution of debonding models
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On some coupled local and nonlocal diffusion models
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Global mild solution with polynomial tail for the Boltzmann equation in the whole space
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Stochastic dynamics learning with state–space systems
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Global well-posedness of the elastic–viscous–plastic sea-ice model with the inviscid Voigt-regularisation
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On scattering for NLS: Rigidity properties and numerical simulations via the lens transform
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Scientific machine learning for collective systems: Physics-brain-guided social-learning to decision-making
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On some nonlocal, nonlinear diffusion problems
2026-04-30T06:24:22Z
Small-scale turbulence limit of Fokker–Planck equation for polymers in turbulent flow
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Nonlocal vector calculus on the sphere
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New trends in mathematics for scientific machine learning
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Deep neural ODE operator networks for PDEs
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