A New Construction of Disjunct Matrix in Pooling Designs

Jin Fengliang


Pooling design is a very helpful tool for reducing the number of tests for DNA library screening. A disjunct matrix is usually used to represent the pooling design. In this paper, we construct a new family of disjunct
matrices and prove that it has good row to column ratio and error-tolerant property.

DOI Number



disjunct matrix, pooling design, row to column ratio, error-tolerant

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Bulletin of the Aust. Math. Soc., copyright Australian Mathematical Publishing Association Inc.