Add to ORKGD-optimal designs of order n = 2v ≡ 2 (mod 4), where q is a prime power and v = q2 + q + 1 are constructed using two methods, one with supplementary difference sets and the other using projective planes more directly. An infinite family of Hadamard matrices of order n = 4v with maximum excess (n) = n√n - 3 where q is a prime power and v = q2 + q + 1 is a prime, is also constructed
AbstractLower bouds on the number of non-isomorphic embeddings of a symmetric net into affine design...
AbstractThe existence theorem of D-optimal designs and an explicit formula to lind D-optimal designs...
AbstractWe show that if there is a skew-Hadamard matrix of order m then there is an Hadamard matrix ...
Supplementary difference sets and optimal designs D-optimal designs of order n = 2v ≡ 2 (mod 4), whe...
AbstractD-optimal designs of order n = 2 v ≡ 2 (mod 4), where q is a prime power and v = q2 + q + 1 ...
AbstractHadamard matrices of order n with maximum excess σ(n) are constructed for n=40, 44, 48, 52, ...
on the occasion of her sixtieth birthday A square {+1,−1}-matrix of order n with maximal determinant...
A symmetric 2-(324, 153, 72) design is constructed that admits a tactical decomposition into 18 poin...
AbstractKounias and Farmakis, in ‘On the excess of Hadamard matrices’, Discrete Math. 68 (1988) 59-6...
AbstractIn this paper we develop a new approach for detecting if specific D-optimal designs exist em...
We construct three infinite families of cyclic difference sets, using monomial hyperovals in a desar...
AbstractD-optimal design of order 6 is used to construct D-optimal designs of order 42 and 66
Lower bouds on the number of non-isomorphic embeddings of a symmetric net into affine designs with c...
A two-parameter family of 2-(4n2, n(2n -1), m(n-1)) designs are constricted starting from a certain ...
AbstractA nonsymmetric Bush-type Hadamard matrix of order 36 is constructed which leads to two new i...
AbstractLower bouds on the number of non-isomorphic embeddings of a symmetric net into affine design...
AbstractThe existence theorem of D-optimal designs and an explicit formula to lind D-optimal designs...
AbstractWe show that if there is a skew-Hadamard matrix of order m then there is an Hadamard matrix ...
Supplementary difference sets and optimal designs D-optimal designs of order n = 2v ≡ 2 (mod 4), whe...
AbstractD-optimal designs of order n = 2 v ≡ 2 (mod 4), where q is a prime power and v = q2 + q + 1 ...
AbstractHadamard matrices of order n with maximum excess σ(n) are constructed for n=40, 44, 48, 52, ...
on the occasion of her sixtieth birthday A square {+1,−1}-matrix of order n with maximal determinant...
A symmetric 2-(324, 153, 72) design is constructed that admits a tactical decomposition into 18 poin...
AbstractKounias and Farmakis, in ‘On the excess of Hadamard matrices’, Discrete Math. 68 (1988) 59-6...
AbstractIn this paper we develop a new approach for detecting if specific D-optimal designs exist em...
We construct three infinite families of cyclic difference sets, using monomial hyperovals in a desar...
AbstractD-optimal design of order 6 is used to construct D-optimal designs of order 42 and 66
Lower bouds on the number of non-isomorphic embeddings of a symmetric net into affine designs with c...
A two-parameter family of 2-(4n2, n(2n -1), m(n-1)) designs are constricted starting from a certain ...
AbstractA nonsymmetric Bush-type Hadamard matrix of order 36 is constructed which leads to two new i...
AbstractLower bouds on the number of non-isomorphic embeddings of a symmetric net into affine design...
AbstractThe existence theorem of D-optimal designs and an explicit formula to lind D-optimal designs...
AbstractWe show that if there is a skew-Hadamard matrix of order m then there is an Hadamard matrix ...