Positive Harmonic Functions on a Class of Complete Riemannian Manifolds

ZHANG Xi

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Positive Harmonic Functions on a Class of Complete Riemannian Manifolds

Author(s): ZHANG Xi
Pages: 83-88
Year: 2002 Issue: 1
Journal: JOURNAL OF MATHEMATICAL RESEARCH AND EXPOSITION
Keyword: Ricci曲率; 调和函数; 流形的端; 非抛物端;
Abstract: 本文主要讨论一类完备Riemann流形上的调和函数所组成的线性空间.推广了P.Li及L.F.Tam[5],[7]和和Greene-Wu[3]中的结果.

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