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Crossover Property Of The Nonperiodic Autocorrelation Of Quaternary Sequences, Michael Pohl
Crossover Property Of The Nonperiodic Autocorrelation Of Quaternary Sequences, Michael Pohl
Honors Theses
Sequences with identical nonperiodic autocorrelation functions have recently been used to construct Golay sequences different than the Davis-Jedwab construction. In this thesis, we construct infinite families of quaternary sequences with identical non periodic autocorrelation functions. These results demonstrate that current conĀ structions for quaternary families are not all encompassing and need further study.