Suppose that T(0) = a and T(1) b are some constants. Define the running pairwise average as, for n > 0, T(n + 2) = [T(n + 1) + T(n)]. We are interested in the long term behavior, i.c., what does T(n)...


Suppose that T(0)<br>= a and T(1)<br>b are some constants. Define the running pairwise average as, for n > 0,<br>T(n + 2) = [T(n + 1) + T(n)].<br>We are interested in the long term behavior, i.c., what does T(n) look like as n -→ o?<br>1) Define the generating function of T as<br>F(x) = T(n)x

Extracted text: Suppose that T(0) = a and T(1) b are some constants. Define the running pairwise average as, for n > 0, T(n + 2) = [T(n + 1) + T(n)]. We are interested in the long term behavior, i.c., what does T(n) look like as n -→ o? 1) Define the generating function of T as F(x) = T(n)x" n=0 Use the recurrence relation on T to find an cquation for F.

Jun 04, 2022
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