A D-optimal design of order 150

DOI10.1016/S0012-365X(98)00151-4zbMath0956.05020MaRDI QIDQ1584406

W. H. Holzmann, Hadi Kharaghani

Publication date: 2 November 2000

Published in: Discrete Mathematics (Search for Journal in Brave)

zbMATH Keywords

perfect squaresEhlich D-optimal designEhlich matrix

Mathematics Subject Classification ID

Combinatorial aspects of block designs (05B05) Combinatorial aspects of matrices (incidence, Hadamard, etc.) (05B20)

Related Items (3)

New skew-Hadamard matrices of order \(4\cdot 59\) and new \(D\)-optimal designs of order \(2\cdot 59\) ⋮ New Results on D-Optimal Matrices ⋮ D-Optimal Matrices of Orders 118, 138, 150, 154 and 174

Cites Work

• Construction of D-optimal designs for \(N\equiv 2\,mod\,4\) using block-circulant matrices
• Supplementary difference sets and D-optimal designs for n\(\equiv 2\) mod 4
• A construction of D-optimal designs for N\(\equiv 2\) mod 4
• Supplementary difference sets and optimal designs
• A \(D\)-optimal design of order 102
• The non-equivalent circulant \(D\)-optimal designs for \(n\equiv 2\bmod 4\), \(n\leqslant 54\), \(n=66\)
• On the number of \(D\)-optimal designs
• Optimal designs, supplementary difference sets and multipliers
• The non-equivalent circulant D-optimal designs for \(n=90\)
• Determinantenabschätzungen für binäre Matrizen. (Estimation of determinants for binary matrices)
• Maximal Binary Matrices and Sum of Two Squares
• On Determinants with Elements ±1, II
• Some Designs for Maximal (+1, -1)-Determinant of Order n ≡2 (mod 4)
• A construction for maximal $\left( { + 1, - 1} \right)$-matrix of order $54$
• On Designs of Maximal (+1, -1)-Matrices of Order n ≡2 (mod 4)
• On Designs of Maximal (+1, -1)-Matrices of Order n ≡2 (mod 4). II
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