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November 29th, 2017, 03:01 PM   #1
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Symmetric Bi-linear Matrix

Yes/No with Proof: Any 2x2 symmetric form has a basis
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December 4th, 2017, 11:33 AM   #2
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This is another that baffles me. Any symmetric form, is a function, B, from the product of two vector spaces to the real numbers, such that B(u, v)= B(v, u). A vector space has a basis. What do you mean by a "basis" for a function?
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bilinear, matrix, symmetric

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