(MATLAB) Take two symmetric matrices with different eigenvectors, say A = [A g] and B =
Chapter 6, Problem 27(choose chapter or problem)
(MATLAB) Take two symmetric matrices with different eigenvectors, say A = [A g] and B = [r AJ. Graph the eigenvalues AI(A +tB) andA2(A +tB) for-8 < t < 8. Peter Lax says on 'page 113 of Linear Algebra that Al and A2 appear to be on a collision course at certain values of t. "Yet at the last minute they turn aside." How close do they come?
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