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椭圆型方程的变换群与变分恒等式(英文)

Transformation and Variational Identity of Elliptic Equation
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摘要 讨论椭圆方程的变换群与变分恒等式的关系,利用变分恒对称群的性质得到一类变分恒等式。通过计算变分对称群得到了寻找非星形区域方法并举例进行了说明。 The relationship of transformation and variational identity of elliptic equations are studied,and a class of variational identity is obtained by using the prosperity of variational symmetry group.A method that finds non-star-shaped domain is supported by computing the symmetry group.Moreover,an example is given.
作者 熊辉
出处 《东莞理工学院学报》 2011年第3期1-4,共4页 Journal of Dongguan University of Technology
基金 Supported by NNSF of China(10771169) the Project of Thousand-Hundred-Ten of Guangdong Province,China~~
关键词 对称群 变分恒等式 非星形区域 解的不存在性 symmetry group variational identity non-star-shaped domain
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  • 1Amborosetti A,Rabinowitz P H.dual variational in critical methods in critical theory and application[J].J.funct.Anal.,1973,14:349-381.
  • 2Brezis H,Nirenberg L.Positive solutions of nonlinear ellipitic equation involving critical sobolev exponents[J].comm.pure.appl.math.,1983,36:437-477.
  • 3Rabinowitz P H.Minimax methods in critical point theory with Application to differitional equations:CBMs Regional Conference Series in math,No.65[C].Rhode Island:American Mathermatical Society,1986.
  • 4Stuart C A.Self trapping of an electromagnetic field and bifuraction from the essential specturm[J].Arch.rat.Mech.Anal.,1991,113:65-96.
  • 5Stuart C A.Magnetic field wave guides[M]//Caristi Mitidieri.reaction Difusion systems.New York:Marcel Dekker,1997.
  • 6Zhou Huansong.Existence of asymptotically linear Dirichlet problem[J].nonlinear anal.,2001,44:909-918.
  • 7Mawhin J,Willem M.Gritical Point Theory and Hamiltonian Systems[M].New York:Springer-Verlag,1989.
  • 8彭双阶.一类非线性椭圆方程Neum ann问题正解的存在性[J].河北师范大学学报(自然科学版),2000,24(3):286-288. 被引量:1

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