Suppose a pseudorandom sequence is constructed using the power residue
Suppose a pseudorandom sequence is constructed using the power residue method. If q = 11, find a value of that leads to a sequence with maximum possible period.
X k = ax k – 1 mod q, k = 1, 2, 3…
Find the period and the sequence which results for the following values of (a, q). For each case, assume the seed is xo = 1.
(a) a = 4, q = 9,
(b) a = 5, q = 9,
(c) a = 2, q = 5,
(d) a = 5, q = 11,
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