The problem of embedding an orthogonal array of strength 2 into a complete orthogonal array is discussed. It is shown that for any n≠4 any orthogonal array of strength 2 and deficiency 2 can always be embedded into a corresponding complete orthogonal array
AbstractA nested orthogonal array is an OA(N,k,s,g) which contains an OA(M,k,r,g) as a subarray. Her...
AbstractA k2m×n (0,1) matrix is called a binary orthogonal array of strength m if in any m columns o...
In this note we construct pairs of orthogonal IA(q+hk,hk) where q is a prime power, k is a proper di...
The problem of embedding an orthogonal array of strength 2 into a complete orthogonal array is discu...
Let x≥0 and n≥2 be integers. Suppose there exists an orthogonal array A(n, q, μ∗) of strength 2 in n...
A new construction for orthogonal arrays of strength 3 is given. 1 Introduction An orthogonal array...
AbstractFirst we prove that, if an incomplete orthogonal array (1, r, s, k, t) does exist, then s ⩾(...
For every prime-power q and n≥m we construct orthogonal arrays OA(t,qn + [n/m],qm) (2≤t≤qn). If qm ...
The paper attempts to construct all orthogonal arrays of strength three and size 2r. Methods for con...
An orthogonal array OA(N, m, s, t) attaining the Rao [Factorial experiments derivable from combinato...
A nested orthogonal array is an OA(M,k,s,g) which contains an OA(M,k,r,g) as a subarray. Here r<s...
AbstractIt is shown that a signed orthogonal array SAt(v, k, λ) exists for all (v, k, λ, t), k ⩾ t a...
Abstract. Orthogonal arrays of strength 3 permit estimation of all the main effects of the experimen...
An orthogonal array (OA) is said to be a satisfactory orthogonal array if it is impossible to obtain...
It is shown that a signed orthogonal array SA<SUB>t</SUB>(v, k, λ) exists for all (v, k, λ, t), k ≥ ...
AbstractA nested orthogonal array is an OA(N,k,s,g) which contains an OA(M,k,r,g) as a subarray. Her...
AbstractA k2m×n (0,1) matrix is called a binary orthogonal array of strength m if in any m columns o...
In this note we construct pairs of orthogonal IA(q+hk,hk) where q is a prime power, k is a proper di...
The problem of embedding an orthogonal array of strength 2 into a complete orthogonal array is discu...
Let x≥0 and n≥2 be integers. Suppose there exists an orthogonal array A(n, q, μ∗) of strength 2 in n...
A new construction for orthogonal arrays of strength 3 is given. 1 Introduction An orthogonal array...
AbstractFirst we prove that, if an incomplete orthogonal array (1, r, s, k, t) does exist, then s ⩾(...
For every prime-power q and n≥m we construct orthogonal arrays OA(t,qn + [n/m],qm) (2≤t≤qn). If qm ...
The paper attempts to construct all orthogonal arrays of strength three and size 2r. Methods for con...
An orthogonal array OA(N, m, s, t) attaining the Rao [Factorial experiments derivable from combinato...
A nested orthogonal array is an OA(M,k,s,g) which contains an OA(M,k,r,g) as a subarray. Here r<s...
AbstractIt is shown that a signed orthogonal array SAt(v, k, λ) exists for all (v, k, λ, t), k ⩾ t a...
Abstract. Orthogonal arrays of strength 3 permit estimation of all the main effects of the experimen...
An orthogonal array (OA) is said to be a satisfactory orthogonal array if it is impossible to obtain...
It is shown that a signed orthogonal array SA<SUB>t</SUB>(v, k, λ) exists for all (v, k, λ, t), k ≥ ...
AbstractA nested orthogonal array is an OA(N,k,s,g) which contains an OA(M,k,r,g) as a subarray. Her...
AbstractA k2m×n (0,1) matrix is called a binary orthogonal array of strength m if in any m columns o...
In this note we construct pairs of orthogonal IA(q+hk,hk) where q is a prime power, k is a proper di...
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