Results 211 to 215 of about 167,064 (215)
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2012
We present a maximum principle of W. Jager for the H-surface system in Section 1. Then we prove the fundamental gradient estimate of E. Heinz for nonlinear elliptic systems of differential equations in Section 2. Global estimates are established in Section 3.
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We present a maximum principle of W. Jager for the H-surface system in Section 1. Then we prove the fundamental gradient estimate of E. Heinz for nonlinear elliptic systems of differential equations in Section 2. Global estimates are established in Section 3.
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On symmetry in elliptic systems
Applicable Analysis, 1991We prove symmetry of positive solutions of quasimonotone elliptic systems. We show by counterexamples that quasimonotonicity of the systems and positivity of solutions are necessary for solutions to be symmetric. We consider solutions in both bounded domains and in the entire space.
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The Oscillation of Elliptic Systems
Mathematische Nachrichten, 1980Garret J. Etgen +2 more
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Efficient Solutions of Elliptic Systems.
Mathematics of Computation, 1984Wolfgang Hackbusch, Claes Johnson
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, 2020