"A priori" estimates for solutions of singular elliptic inequalities and applications

Details "A priori" estimates for solutions of singular elliptic inequalities and applications "A priori" estimates for solutions of singular elliptic inequalities and applications

2002-09-27

arxiv.org/abs/math/0209384v2

Mathematics

Differential Geometry

Research announcement. 10 pages. No figures. Corrected typos

Scientific paper

We obtain a maximum principle, and "a priori" upper estimates for solutions
of a class of non linear singular elliptic differential inequalities on
Riemannian manifolds under the sole geometrical assumption of volume growth
conditions. Various applications of the results obtained are presented.

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