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Abstract. Let p be a prime with p3 (mod 4), let n be an odd natural number and let . Consider the crosscorrelation funtion Cd(t)=i=1pn1aiadit where 1 is a complex p-th root of unity and (ai) is a maximal linear shift register sequence. In 7 the bound has been computed for p = 3. In this note we generalize this to for p 3. Furthermore we giv an upper bound for the probability of the crosscorrelation...
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