Abstract
A quadratic form on is a function defined on whose value at a vector in is an expression of the form , where is symmetric matrix. In this note we discuss how to prove two theorems, Theorem A and Theorem B, for finding the maxima of two quadratic forms under some constraints. Of course, the proofs of these theorems are well known. But in this note we give an improved proof of Theorem A and a simpler proof of Theorem B.
Citation
Noah Rhee. "PROOFS FOR FINDING THE MAXIMA OF TWO QUADRATIC FORMS UNDER SOME CONSTRAINTS." Missouri J. Math. Sci. 34 (2) 127 - 131, November 2022. https://doi.org/10.35834/2022/3402127
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