This comprehensive text and reference presents all the necessary mathematical background to explain how signals with favorable correlation properties are generated, and to show how they satisfy the appropriate correlation constraints. Applications such as CDMA telephony, coded radar, and stream cipher generation are treated in depth.
This comprehensive text and reference presents all the necessary mathematical background to explain how signals with favorable correlation properties are generated, and to show how they satisfy the appropriate correlation constraints. Applications such as CDMA telephony, coded radar, and stream cipher generation are treated in depth.
1. General properties of correlation 2. Applications of correlation to the communication of information 3. Finite fields 4. Feedback shift register sequences 5. Randomness measurements and m-sequences 6. Transforms of sequences and functions 7. Cyclic difference sets and binary sequences with two-level correlation 8. Cyclic Hadamard sequences, part 1 9. Cyclic Hadamard sequences, part 2 10. Signal sets with low cross-correlation 11. Correlation of Boolean functions 12. Applications to radar, sonar, and synchronization.
1. General properties of correlation 2. Applications of correlation to the communication of information 3. Finite fields 4. Feedback shift register sequences 5. Randomness measurements and m-sequences 6. Transforms of sequences and functions 7. Cyclic difference sets and binary sequences with two-level correlation 8. Cyclic Hadamard sequences, part 1 9. Cyclic Hadamard sequences, part 2 10. Signal sets with low cross-correlation 11. Correlation of Boolean functions 12. Applications to radar, sonar, and synchronization.
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