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Register synthesis for algebraic feedback shift registers based on non-primes, submitted (0)

by A Klapper, J Xu
Venue:Designs, Codes, and Cryptography
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Research Summary

by Andrew Klapper
"... models for answering questions on the existence of secure families of sequence generators. 5. Design and analysis of families of sequences for secure spread-spectrum communications. These sequences include geometric sequences and d-form sequences (the latter invented by me). ..."
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models for answering questions on the existence of secure families of sequence generators. 5. Design and analysis of families of sequences for secure spread-spectrum communications. These sequences include geometric sequences and d-form sequences (the latter invented by me).

A New Class of Pseudonoise Sequences

by Mark Goresky, Andrew Klapper , 2003
"... We apply the framework of -adic algebra and algebraic feedback shift registers to polynomial rings over nite elds. We give a construction of new pseudorandom sequences over a non-prime nite eld that satisfy Golomb's randomness criteria. ..."
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We apply the framework of -adic algebra and algebraic feedback shift registers to polynomial rings over nite elds. We give a construction of new pseudorandom sequences over a non-prime nite eld that satisfy Golomb's randomness criteria.
The National Science Foundation
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