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• Well-Posedness and Blow-Up for the Fractional Schrödinger-Choquard Equation

  Lu Tao, Yajuan Zhao, Yongsheng Li

  2023-06-16

  40602 3171 Pages:82-101

• Local Well-posedness and Blow Up Criterion for the Inviscid Boussinesq System in Hölder Spaces

  Xiaona Cui, Changsheng Dou, Quansen Jiu

  2012-09-02

  44483 2408 Pages:220-238

• Well-Posedness of 5th-Order KdV Equation Posed on a Finite Domain with Nonlinear Boundary Values

  Wanmei Hou, Xiangqing Zhao

  2025-12-27

  2592 64 Pages:494-503

• Local Well-posedness of Interaction Equations for Short and Long Dispersive Waves

  Zhaohui Huo & Boling Guo

  2004-05-02

  39065 2563 Pages:137-151

• The Blow-up Phenomena for the Camassa-Holm Equation with a Zero Order Dissipation

  Shuyin Wu, Hongxiu Yang

  2012-09-02

  42516 2548 Pages:208-219

• On the Local Well-posedness for the Dumbbell Model of Polymetic Fluids

  Ping Zhang & Zhifei Zhang

  2008-08-02

  38995 2564 Pages:234-252

• The Cauchy Problem of Nonlinear Schrodinger-Boussinesq Equations in H^s(R^d)

  Yongqian Han

  2005-02-02

  190 116 Pages:59-80

• Remarks on Local Regularity for Two Space Dimensional Wave Maps

  Yi Zhou

  1997-10-01

  38916 3862 Pages:19-30

• Asymptotic Behavior of the Solution to a 3-D Simplified Energy-Transport Model for Semiconductors

  Chundi Liu, Yong Li, Shu Wang

  2016-03-05

  45151 3736 Pages:71-88

• The Cauchy Problem of the Hartree Equation

  Changxing Miao, Guixiang Xu & Lifeng Zhao

  2008-02-02

  41480 4316 Pages:22-44

• An Initial-boundary-value Problem for the Modified Korteweg-de Vries Equation in a Quarter Plane

  Caixia Shen & Boling Guo

  2020-05-12

  39793 2762 Pages:311-321