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?:abstract
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Sample pooling of CoViD-19 PCR tests has been recently proposed as a low cost alternative to individual tests. We show that sample pooling is efficient as long as the fraction of the population infected is relatively small. Fisher information theory suggests a rule of thumb that for low infection rates p, pooling 2/p samples is close to optimal. We present a simple strategy for survey design when not even a ballpark estimate of the infection rate is available.
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?:creator
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?:doi
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?:doi
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10.1101/2020.04.05.20054445
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?:externalLink
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?:license
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?:pdf_json_files
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document_parses/pdf_json/0c937df4094dd69cc90aeb5e69de2064094b71cf.json
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?:publication_isRelatedTo_Disease
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?:sha_id
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?:source
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?:title
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Efficient sample pooling strategies for COVID-19 data gathering
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?:type
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?:year
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