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1. A uniform estimate for scalar curvature equation on manifolds of dimension 4

Author

Bahoura, Samy Skander

Subjects
*UNIFORM spaces, *CURVATURE, *DIMENSION theory (Topology), *RIEMANNIAN manifolds, *NUMBER theory, *COMPACT spaces (Topology), *SET theory, *ESTIMATION theory
Abstract

Abstract: We consider the solutions to the prescribed scalar curvature equation on a four-dimensional Riemannian manifold M. We prove an upper bound for the supremum of all the solutions on every compact subset K of M, provided that all the solutions on M are bounded from below by a positive number. [Copyright &y& Elsevier]

Published
2012
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