Abstract
A novel construction method for the generation of complex sequences with ideal periodic autocorrelation function is presented. The construction is based on the application of the k-valued character operator to the q-ary linear shift register sequences. As a special case, for k=2 this method produces a large class of ternary sequences proposed previously by V.P. Ipatov (1980). Also, ternary sequences by J.A. Chang (1967) can be obtained as a special case for k=2 and q=3. >
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