Consider the sequence of Leslie matrices where , and . (a) Choose a value for n (say, )
Chapter 10, Problem T2(choose chapter or problem)
Consider the sequence of Leslie matrices where , and . (a) Choose a value for n (say, ). For various values of a, b, and p, use a computer to determine the dominant eigenvalue of , and then compare your results to the value of . (b) Show that which means that the eigenvalues of must satisfy (c) Can you now provide a rough proof to explain the fact that
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