Linear Algebra and Its Applications · Problem 6.1.10

Positive Definite Matrices — Gilbert Strang

Mathematics · positive-definite-matrices-minima-maxima-saddle-points

Problem

If R=[pqqr]R = \begin{bmatrix} p & q \\ q & r \end{bmatrix}, write out R2R^2 and check that it is positive definite unless RR is singular.

Related theory

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