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- David G. Glynn
- Eur. J. Comb.
- 2010

- David G. Glynn, James W. P. Hirschfeld
- Des. Codes Cryptography
- 1995

- David G. Glynn
- SIAM J. Discrete Math.
- 2010

A formula for Glynn’s hyperdeterminant detp (p prime) of a square matrix shows that the number of ways to decompose any integral doubly stochastic matrix with row and column sums p− 1 into p− 1 permutation matrices with even product, minus the number of ways with odd product, is 1 (mod p). It follows that the number of even Latin squares of order p− 1 is… (More)

- David G. Glynn, T. Aaron Gulliver, Manish K. Gupta
- Ars Comb.
- 2007

This paper studies families of self-orthogonal codes over Z4. We show that the simplex codes (Type α and Type β) are self-orthogonal. We partially answer the question of Z4-linearity for the codes from projective planes of even order. A new family of self-orthogonal codes over Z4 is constructed via projective planes of odd order. Properties such as shadow… (More)

- David G. Glynn
- Australasian J. Combinatorics
- 1994

A new method of constructing arcs in projective space is given. It is a generalisation of the fact that a normal rational curve can be given by the complete intersection of a set of quadrics. The non-classicallO-arc of PG(4, 9) together with its special point is the set of derived points of a. cubic primal. This property is shared with the normal rational… (More)

- David G. Glynn, Johannes G. Maks, Rey Casse
- Des. Codes Cryptography
- 2006

- David G. Glynn
- Discrete Mathematics
- 1986

- David G. Glynn
- Australasian J. Combinatorics
- 1991

Every finite projective plane of odd order has an associated self-dual binary code with parameters (2(q2 + q + q2 + q + 1, We also construct other related self-orthogonal and doubly-even codes, and the vectors of minimum weight. The weight enumerator polynomials for the planes of orders 3 and 5 are found. The boundary and coboundary maps are introduced. 1.… (More)

- David G. Glynn, Bruce Cv Campbell, Mirella Marlow, Hannah E Patrick
- Journal of health services research & policy
- 2016

Coverage with evidence development (CED) has been promoted as a means of providing early access to innovative technologies. The policy provides for funding of a treatment or technology conditional on gathering data through a clinical trial or registry designed to determine its effectiveness and to identify rare adverse events. CED has been used with varying… (More)

- David G. Glynn
- J. Comb. Theory, Ser. A
- 1988