Add to ORKGAbstract. We study practically efficient methods for performing combinatorial group testing. We present efficient non-adaptive and two-stage combinatorial group testing algorithms, which identify the at most d items out of a given set of n items that are defective, using fewer tests for all practical set sizes. For ex-ample, our two-stage algorithm matches the information theoretic lower bound for the number of tests in a combinatorial group testing regimen
For the well-established group testing problem, i.e., finding defective elements in a set by testing...
Abstract. The combinatorial group testing problem is, assuming the existence of up to d defectives a...
The success of MaxSAT (maximum satisfiability) solving in recent years has motivated researchers to ...
We study practically efficient methods for performing combinatorial group testing. We present effici...
Abstract. We study practically efficient methods for performing combinatorialgroup testing. We prese...
Group testing is a well known search problem that consists in detecting the defective members of a s...
We consider the problem of non-adaptive noiseless group testing of N items of which K are defective....
Group testing refers to the situation in which one is given a set of objects O, an unknown subset P ...
The classical and well-studied group testing problem is to find d defectives in a set of n elements ...
Group testing is a well known search problem that consists in detecting the defective members of a s...
The group testing problem asks to find d<n defective elements out of n elements, by testing subsets ...
Group testing aims at identifying the defective elements of a set by testing selected subsets called...
AbstractThe following problem is known as group testing problem for n objects. Each object can be es...
We present computationally efficient and provably correct algorithms with near-optimal sample-comple...
For the well-established group testing problem, i.e., finding defective elements in a set by testing...
Abstract. The combinatorial group testing problem is, assuming the existence of up to d defectives a...
The success of MaxSAT (maximum satisfiability) solving in recent years has motivated researchers to ...
We study practically efficient methods for performing combinatorial group testing. We present effici...
Abstract. We study practically efficient methods for performing combinatorialgroup testing. We prese...
Group testing is a well known search problem that consists in detecting the defective members of a s...
We consider the problem of non-adaptive noiseless group testing of N items of which K are defective....
Group testing refers to the situation in which one is given a set of objects O, an unknown subset P ...
The classical and well-studied group testing problem is to find d defectives in a set of n elements ...
Group testing is a well known search problem that consists in detecting the defective members of a s...
The group testing problem asks to find d<n defective elements out of n elements, by testing subsets ...
Group testing aims at identifying the defective elements of a set by testing selected subsets called...
AbstractThe following problem is known as group testing problem for n objects. Each object can be es...
We present computationally efficient and provably correct algorithms with near-optimal sample-comple...
For the well-established group testing problem, i.e., finding defective elements in a set by testing...
Abstract. The combinatorial group testing problem is, assuming the existence of up to d defectives a...
The success of MaxSAT (maximum satisfiability) solving in recent years has motivated researchers to ...