Leading Coefficients and Extreme Points of Homogeneous Polynomials |
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Authors: | M. Reimer |
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Affiliation: | Fachbereich Mathematik, Universit?t Dortmund, D-44221, Dortmund, Germany
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Abstract: | Recently, H. Hakopian proved that the squares of a bivariate homogeneous polynomial and of its gradient have, in general, the same set of maximum points on the sphere. A generalization of this result mentioned can be gained by a method O. D. Kellogg used years ago in the estimate of some coefficient functionals. Date received: July 31, 1995. Date revised: May 14, 1996. |
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Keywords: | . Homogeneous polynomials Extreme values on the sphere. AMS Classification. 33C35 26D07. |
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