New Constructions of Non-Adaptive and Error-Tolerance Pooling Designs
2000-02-04
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New Constructions of Non-Adaptive and Error-Tolerance Pooling Designs
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2000-02-04
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We propose two new classes of non-adaptive pooling designs. The first one is guaranteed to be d-error-detecting and thus [d/2]-error-correcting given any positive integer d. Also, this construction induces a construction of a binary code with minimum Hamming distance at least 2d+2. The second design is the q-analogue of a known construction on d-disjunct matrices.
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Ngo, Hung Q.; Du, Ding-Zhu. (2000). New Constructions of Non-Adaptive and Error-Tolerance Pooling Designs. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/215452.
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