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  • Very Weak Solutions of p-Laplacian Type Equations with VMO Coefficients

    Shulin Zhou
    2001-02-02
    228 162 Pages:12-20
  • A Note on Three Classes of Nonlinear Parabolic Equations with Measurable Coefficients

    Yazhe Chen, Shulin Zhou
    2020-05-12
    39059 2939 Pages:310-320
  • Global Existence and Uniqueness of Solutions to Evolution p-Laplacian Systems with Nonlinear Sources

    Yingjie Wei, Wenjie Gao
    2018-08-16
    44199 3788 Pages:1-13
  • Remark on Exponential Decay of Ground States for N-Laplacian Equations

    Chunshan Zhao
    2009-02-02
    214 178 Pages:32-41
  • On a Class of Neumann Boundary Value Equations Driven by a (p1, , Pn)-Laplacian Operator

    G. A. Afrouzi, S. Heidarkhani, A. Hadjian, S. Shakeri
    2012-03-01
    43412 3644 Pages:21-31
  • Semi-linear Elliptic Equations on Graph

    Dongshuang Zhang
    2017-08-02
    45310 2615 Pages:221-231
  • Sublinear Elliptic Equation on Fractal Domains

    Zhenya He
    2011-05-03
    42206 2640 Pages:97-113
  • Blow-up Rate of Solutions for P-Laplacian Equation

    Junning Zhao, Zhilei Liang
    2008-05-02
    38797 2618 Pages:134-140
  • Maximum Principles of Nonhomogeneous Subelliptic p-Laplace Equations and Applications

    Haifeng Liu, Pengcheng Niu
    2020-05-12
    197 64 Pages:289-303
  • Existence and Multiplicity of Weak Solutions for a Class of Variable Exponent Elliptic Equations

    Jingjing Liu, Chunshan Zhao
    2025-06-30
    6302 565 Pages:125-141
  • Obstacle Problems for Scalar Ginzburg-Landau Equations

    Li Ma, Ning Su
    2004-02-02
    39253 3863 Pages:49-56
  • Extremal Functions for Adams Inequalities in Dimension Four

    Xiaomeng Li
    2020-05-12
    57186 2464 Pages:171-192
  • The Existence and Convergence of Solutions for the Nonlinear Choquard Equations on Groups of Polynomial Growth

    Ruowei Li, Lidan Wang
    2025-06-30
    6356 517 Pages:227-250
  • Global Behavior of Positive Solutions of Elliptic Equations

    Li Jiayu
    1989-02-01
    39826 2783 Pages:83-96
1 - 14 of 14 items
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