Question: Let K > 0. Prove the product formula max {xT K x | ||x|| = 1} min {xT K-1x | ||x|| = 1 }
max {xT K x | ||x|| = 1} ∙
min {xT K-1x | ||x|| = 1 } =1.
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max x T Kx x 1 1 is the largest eigenvalue of K On the other h... View full answer
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