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Article10.1080/03772063.1990.11436925

A Class of Sequences with Good Average Interference Parameters and High Linear Complexity

S. Prasad,P V A Narasimham-1990-09-01-IETE Journal of Research
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TL;DRAbstract

In this paper a new class of small set as well as a large set of sequences with good average interference parameters and high linear complexity are introduced. The peak correlation parameters of the small set of sequences are comparable to those of the small set of Kasami sequences and the set of sequences. However, the equivalent linear complexity of these sequences is much higher. The average interference parameters (AIP) of the new class of large set of sequences are comparable to that of Gold sequences. Again, the equivalent linear complexity of these sequences is very high compared to that of Gold sequences.

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In this paper a new class of small set as well as a large set of sequences with good average interference parameters and high linear complexity are introduced. The peak correlation parameters of the small set of sequences are comparable to those of the small set of Kasami sequences and the set of sequences. However, the equivalent linear complexity of these sequences is much higher. The average interference parameters (AIP) of the new class of large set of sequences are comparable to that of Gold sequences. Again, the equivalent linear complexity of these sequences is very high compared to that of Gold sequences.

Keywords

Set (abstract data type)MathematicsInterference (communication)Class (philosophy)Sequence (biology)Complementary sequencesCombinatoricsAlgorithm

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