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- Julie Ridley, Lyn Jones
- 2002

A Literature Review This report is dedicated to the memory of David Brandon. David's life's work was about user empowerment and involvement. David was working on this review shortly before he died in November 2001. We hope that the material here will encourage many other people to put into effect the values that David believed were so important. 3 Executive… (More)

- Arnold Knopfmacher, J. N. Ridley
- SIAM J. Discrete Math.
- 1993

- J. N. RIDLEY
- 2001

A result of Stolarsky is extended to show that there are infinitely many irreducible fourth order linear recurrences satisfied by sequences of pairs (iφ, iφ 2), where i is a natural number and φ is the golden ratio 1 2 (1 + √ 5). It is also proved that the characteristic polynomial of every such recurrence factorizes non-trivially if φ is adjoined to the… (More)

- J. N. Ridley
- The American Mathematical Monthly
- 2000

- Arnold Knopfmacher, J. N. Ridley, Gary L. Mullen
- Appl. Algebra Eng. Commun. Comput.
- 1998

We prove an elementary result concerning the sum of the degrees of irreducible polynomials over a nite eld. This result has application in the construction of (t; m; s)-nets which are useful in numerical integration. For q a prime power let F q denote the nite eld of order q. It is well known 2, Thm. 3.25] that if N q (n) denotes the number of monic… (More)

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