A note on gradient estimate for the equation associated to the p-Laplace operator
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Date
2014
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Abstract
In this paper, we study p-Laplace operators on complete noncompact manifolds. Ac-
cording to Kotschwar-Ni gradient estimat for positive p-harmonic functions, we extend
their result to more general equation associated to the p-Laplace operator whenever
the sectional curvature of M has lower bound.
In this paper, we study p-Laplace operators on complete noncompact manifolds. Ac- cording to Kotschwar-Ni gradient estimat for positive p-harmonic functions, we extend their result to more general equation associated to the p-Laplace operator whenever the sectional curvature of M has lower bound.
In this paper, we study p-Laplace operators on complete noncompact manifolds. Ac- cording to Kotschwar-Ni gradient estimat for positive p-harmonic functions, we extend their result to more general equation associated to the p-Laplace operator whenever the sectional curvature of M has lower bound.
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Keywords
p-Laplace operator, gradient estimate, p-Laplace operator, gradient estimate