The Isoenergy Inequality for Harmonic Maps from Rotational Symmetric Manifolds

Author(s)

Abstract

Let u be a harmonic map from a rotational symmetric manifold M and B a unit ball in M, let E(u|B) be the energy of the map u|B and E(u|∂B) the energy of the map u|∂B, then we obtain the relationship which is called the isoenergy inequality between E(u|B) and E(u|∂B):
About this article

Abstract View

  • 40376

Pdf View

  • 3753

How to Cite

The Isoenergy Inequality for Harmonic Maps from Rotational Symmetric Manifolds. (2002). Journal of Partial Differential Equations, 15(1), 1-6. https://global-sci.com/index.php/jpde/article/view/3983