DOIAbstract
AbstractLet G(m,n)=max{detWTW|W∈Mm,n(0,1)}. A matrix W∈Mm,n(0,1) with detWTW=G(m,n) is called D-optimal. Here we determine G(m,8) for m large with the help of a variation of Mitchell’s DETMAX algorithm, and describe the D-optimal examples
AbstractLet G(m,n)=max{detWTW|W∈Mm,n(0,1)}. A matrix W∈Mm,n(0,1) with detWTW=G(m,n) is called D-optimal. Here we determine G(m,8) for m large with the help of a variation of Mitchell’s DETMAX algorithm, and describe the D-optimal examples
Here we survey the topic of one-pan weighing designs with emphasis on the case of n = 10 objects. (S...
The basic problem considered in this paper may be stated as follows: find an N-point exact design me...
Given a spring balance that reports the true total weight of items plus a white noise of an unknown...
AbstractLet Mm,n(0,1) denote the set of all m×n (0,1)-matrices and letG(m,n)=maxdetXTX:X∈Mm,n(0,1).I...
This paper surveys results and techniques for computing D-optimum weighing designs
Net N and n be positive integers with N (GREATERTHEQ) n and let D(N,n) denote the set of all N x n m...
AbstractThe purpose of this paper is to exhibit new infinite families of D-optimal (0, 1)-matrices. ...
on the occasion of her sixtieth birthday A square {+1,−1}-matrix of order n with maximal determinant...
AbstractIn this paper using circular matrices of order m with elements circular matrices of order t,...
AbstractThe G-optimal first order (weighing) design with k factors and N observations is examined. I...
AbstractLet G(v,δ) be the set of all δ-regular graphs on v vertices. Certain graphs from among those...
AbstractLet L(N, n) be the set of all N × n matrices X = (xij with xij = −1, 0, 1. The problem consi...
AbstractBounds are obtained for γ(n), the maximum absolute value taken by the determinant of all n ×...
In this paper, we investigate a model which contains all the main effects and all the two-factor int...
AbstractIn this paper using circular matrices of order m with elements circular matrices of order t,...
Here we survey the topic of one-pan weighing designs with emphasis on the case of n = 10 objects. (S...
The basic problem considered in this paper may be stated as follows: find an N-point exact design me...
Given a spring balance that reports the true total weight of items plus a white noise of an unknown...
AbstractLet Mm,n(0,1) denote the set of all m×n (0,1)-matrices and letG(m,n)=maxdetXTX:X∈Mm,n(0,1).I...
This paper surveys results and techniques for computing D-optimum weighing designs
Net N and n be positive integers with N (GREATERTHEQ) n and let D(N,n) denote the set of all N x n m...
AbstractThe purpose of this paper is to exhibit new infinite families of D-optimal (0, 1)-matrices. ...
on the occasion of her sixtieth birthday A square {+1,−1}-matrix of order n with maximal determinant...
AbstractIn this paper using circular matrices of order m with elements circular matrices of order t,...
AbstractThe G-optimal first order (weighing) design with k factors and N observations is examined. I...
AbstractLet G(v,δ) be the set of all δ-regular graphs on v vertices. Certain graphs from among those...
AbstractLet L(N, n) be the set of all N × n matrices X = (xij with xij = −1, 0, 1. The problem consi...
AbstractBounds are obtained for γ(n), the maximum absolute value taken by the determinant of all n ×...
In this paper, we investigate a model which contains all the main effects and all the two-factor int...
AbstractIn this paper using circular matrices of order m with elements circular matrices of order t,...
Here we survey the topic of one-pan weighing designs with emphasis on the case of n = 10 objects. (S...
The basic problem considered in this paper may be stated as follows: find an N-point exact design me...
Given a spring balance that reports the true total weight of items plus a white noise of an unknown...
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