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[[Category:MA453Spring2009Walther]]
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For <math>2\le{m}\le{n-2}</math>, let <math>D_{i,j}</math> be indeterminates <math>(1\le{i}<j\le{n})</math> and let
My favorite theorem as of now is the Brouwer Fixed Point Theorem.
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<math>\[</math>
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<math>\mathbb{D}</math>
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be the matrix

Revision as of 16:21, 11 June 2009

For $ 2\le{m}\le{n-2} $, let $ D_{i,j} $ be indeterminates $ (1\le{i}<j\le{n}) $ and let $ \[ $ $ \mathbb{D} $

be the matrix

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