ESTIMATION OF COMPUTATIONAL COST OF AN AUTOCORRELATION FUNCTION OF LINEAR RECURRING SEQUENCES OVER
Let be a periodic linear recurring sequence of period mod p, where p is a prime number, over its function of autocorrelation and Δ the discriminant of its characteristic polynomial [3, 5, 6].
The purpose of this paper is twofold: first, to give an estimate of the computational cost of and second, to demonstrate that for and thus allowing to reduce the computational cost of
algorithmic cost, Golomb criteria, Legendre symbol, pseudo-random sequences, shifted sequences.