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Title of Journal: Calc Var

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Abbravation: Calculus of Variations and Partial Differential Equations

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Springer-Verlag

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DOI

10.1007/bf00802201

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1432-0835

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Moser–Trudinger inequalities of vector bundle over

Authors: Yuxiang Li Pan Liu Yunyan Yang
Publish Date: 2006/08/16
Volume: 28, Issue: 1, Pages: 59-83
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Abstract

Let Mg be a twodimensional compact Riemannian manifold In this paper we use the method of blowing up analysis to prove several Moser–Trudinger type inequalities for vector bundle over Mg We also derive an upper bound of such inequalities under the assumption that blowing up occurs

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  2. Fractional Poincaré inequality with finite total Q -curvature
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  7. Duality for rectified cost functions
  8. An approach to minimization under a constraint: the added mass technique
  9. Single-point condensation phenomena for a four-dimensional biharmonic Ren–Wei problem
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  12. Lower bounds of Dirichlet eigenvalues for some degenerate elliptic operators
  13. Sharp energy estimates for nonlinear fractional diffusion equations
  14. On Newton equations which are totally integrable at infinity
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  17. Singular points of Hölder asymptotically optimally doubling measures
  18. Weak KAM theory for a weakly coupled system of Hamilton–Jacobi equations
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