Explain why the dimension of the eigenspace for lambda is
Let A = PDP-1, where P is orthogonal and D is diagonal, and let λ be an eigenvalue of A of multiplicity k. Then λ appears k times on the diagonal of D. Explain why the dimension of the eigenspace for λ is k.
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let u be a unit vector in rn and let b uuta given any x in rn compute bx and show that bx is the orthogonal projection
let a pdp-1 where p is orthogonal and d is diagonal and let lambda be an eigenvalue of a of multiplicity k then lambda
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a householder matrix or an elementary reflector has the form q i - 2uut where u is a unit vector show that q is an
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