access icon free Appendix A: Primitive polynomials for n = 100

Author(s): Stanley L. Hurst
Source: VLSI Testing: digital and mixed analogue/digital techniques, p. 515-518
Publication date January 1998

The following gives the primitive polynomials with the least number of terms which may be used to generate an autonomous maximum length pseudo random sequence (an M-sequence) from an n-stage linear feedback shift register (LFSR). Alternatives are possible in many cases, particularly as n increases. Recall from Chapter 3 that the primitive polynomial has the form: 1 + a1x1 + a2x2 ... anxn.

Inspec keywords: random sequences; shift registers; polynomials

Other keywords: linear feedback shift register; LFSR; primitive polynomial; pseudo random sequence

Subjects: Algebra, set theory, and graph theory

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Appendix A: Primitive polynomials for n = 100, Page 1 of 2

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