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Complex eigenvalue proof
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[QUOTE="Samy_A, post: 5445368, member: 574914"] Yes, do that. Remember that ##A, Y_1, Y_2, \alpha, \beta## are all real. This will give you two equations (by setting the real and imaginary parts of the resulting equation equal to each other). Then assume that ##Y_1, Y_2## are linearly dependent, and see what that gives. At this stage, remember that ##\beta \neq 0##. (Or you could reverse the order, first assume that ##Y_1, Y_2## are linearly dependent, and then do the multiplication.) [/QUOTE]
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Complex eigenvalue proof
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