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Smooth metric measure spaces with non-negative curvature
Ovidiu Munteanu
,
Jiaping Wang
School of Mathematics
Research output
:
Contribution to journal
›
Article
›
peer-review
113
Scopus citations
Overview
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Keyphrases
F-Laplacian
50%
Gradient Estimate
50%
Harmonic Functions
50%
Linear Growth Rate
50%
Noncompact
50%
Nonnegative Curvature
100%
Ricci Curvature
50%
Sharp Upper Bounds
50%
Smooth Metric Measure Space
100%
Spectral Properties
50%
Steady Ricci Solitons
50%
Strong Liouville Property
50%
Sublinear Growth
50%
Mathematics
Concludes
50%
Harmonic Function
50%
Laplace Operator
50%
Measure Space
100%
Metric Measure
100%
Ricci Curvature
50%
Spectral Property
50%
Theoretic Function
50%
Upper Bound
50%