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Zhu, Meijun - Department of Mathematics, University of Oklahoma
Symmetry properties for positive solutions to some elliptic equations in sector domains with large
Uniqueness results through a priori estimates part I: a three dimensional Neumann problem
Sharp Sobolev inequalities involving boundary terms
Sharp Sobolev Trace Inequalities on Riemannian Manifolds with Boundaries
Yamabe type equations on three dimensional Riemannian manifolds
Unknown Journal Series Volume 000, Number 0, 0000
LIOUVILLE THEOREMS ON SOME INDEFINITE EQUATIONS
Some general forms of sharp Sobolev inequalities Meijun Zhu
Uniqueness results through a priori estimates part II: Dirichlet problem
ON A SINGULARLY PERTURBED NEUMANN PROBLEM WITH THE CRITICAL EXPONENT
Sharp Sobolev inequalities with interior norms Meijun Zhu
A SINGULARLY PERTURBED LINEAR 1
Uniqueness theorems through the method of moving spheres
Liouville theorems on some indefinite equations Mathematics Department
This paper has appeared in Duke Math. J., 80(1995), No.2, Uniqueness theorems through the method of
Sharp Sobolev inequalities involving boundary and Meijun Zhu
Unknown Journal Series Volume 000, Number 0, 0000
Some general forms of sharp Sobolev inequalities Department of Mathematics
