On a counterexample to a conjecture of S
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Mythily Ramaswamy
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Article
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1992
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Springer Netherlands
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English
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The Saint Venant's conjecture for convex plane domains f~, having symmetry about two orthogonal axes, is that the maximum of [Vu[ occurs only at the points on df~ which are nearest to the origin. G. Sweers constructed one such domain f~ and claimed that either the conjecture fails for f~ or for f~ =