AbstractRecently the problem of determining the minimax number of group tests for finding two defectives separately contained in two disjoint sets has been completely solved. However, the closely related problem of determining the minimax number of groups tests for finding two defectives contained in one set remains open. This is a surprisingly difficult combinatorial problem with very little known. In this paper we give a partial solution to this problem
AbstractSuppose a graph G(V,E) contains one defective edge e. We search for the endpoints of e by as...
AbstractIn their book on group testing Du and Hwang (Combinatorial Group testing and its Application...
Abstract. We study practically efficient methods for performing combinatorial group testing. We pres...
AbstractRecently the problem of determining the minimax number of group tests for finding two defect...
AbstractSuppose we have exactly two defective elements in a set and we are going to identify these t...
Deppe C, Lebedev VS. Group testing problem with two defectives. Problems of Information Transmission...
Group testing is a well known search problem that consists in detecting the defective members of a s...
AbstractGiven a set of n elements two of which are defective, the quantitative group testing problem...
Group testing is the problem to identify up to d defectives out of n elements, by testing subsets fo...
The group testing problem asks to find d<n defective elements out of n elements, by testing subsets ...
The classical and well-studied group testing problem is to find d defectives in a set of n elements ...
Group testing is the problem to identify up to d defectives out of n elements, by testing subsets fo...
AbstractThe determination of defective elemets in a population by a series of group tests has receiv...
We study the problem of determining the exact number of defective items in an adaptive group testing...
Hu et al. [“A boundary problem for group testingâ€, SIAM J. Algebraic Discrete Meth. 2 (1981), 81â...
AbstractSuppose a graph G(V,E) contains one defective edge e. We search for the endpoints of e by as...
AbstractIn their book on group testing Du and Hwang (Combinatorial Group testing and its Application...
Abstract. We study practically efficient methods for performing combinatorial group testing. We pres...
AbstractRecently the problem of determining the minimax number of group tests for finding two defect...
AbstractSuppose we have exactly two defective elements in a set and we are going to identify these t...
Deppe C, Lebedev VS. Group testing problem with two defectives. Problems of Information Transmission...
Group testing is a well known search problem that consists in detecting the defective members of a s...
AbstractGiven a set of n elements two of which are defective, the quantitative group testing problem...
Group testing is the problem to identify up to d defectives out of n elements, by testing subsets fo...
The group testing problem asks to find d<n defective elements out of n elements, by testing subsets ...
The classical and well-studied group testing problem is to find d defectives in a set of n elements ...
Group testing is the problem to identify up to d defectives out of n elements, by testing subsets fo...
AbstractThe determination of defective elemets in a population by a series of group tests has receiv...
We study the problem of determining the exact number of defective items in an adaptive group testing...
Hu et al. [“A boundary problem for group testingâ€, SIAM J. Algebraic Discrete Meth. 2 (1981), 81â...
AbstractSuppose a graph G(V,E) contains one defective edge e. We search for the endpoints of e by as...
AbstractIn their book on group testing Du and Hwang (Combinatorial Group testing and its Application...
Abstract. We study practically efficient methods for performing combinatorial group testing. We pres...