Author: Hayden C. Metsky; Katherine J. Siddle; Adrianne Gladden-Young; James Qu; David K. Yang; Patrick Brehio; Andrew Goldfarb; Anne Piantadosi; Shirlee Wohl; Amber Carter; Aaron E. Lin; Kayla G. Barnes; Damien C. Tully; Björn Corleis; Scott Hennigan; Giselle Barbosa-Lima; Yasmine R. Vieira; Lauren M. Paul; Amanda L. Tan; Kimberly F. Garcia; Leda A. Parham; Ikponmwonsa Odia; Philomena Eromon; Onikepe A. Folarin; Augustine Goba; Etienne Simon-Lorière; Lisa Hensley; Angel Balmaseda; Eva Harris; Douglas Kwon; Todd M. Allen; Jonathan A. Runstadler; Sandra Smole; Fernando A. Bozza; Thiago M. L. Souza; Sharon Isern; Scott F. Michael; Ivette Lorenzana; Lee Gehrke; Irene Bosch; Gregory Ebel; Donald Grant; Christian Happi; Daniel J. Park; Andreas Gnirke; Pardis C. Sabeti; Christian B. Matranga
Title: Capturing diverse microbial sequence with comprehensive and scalable probe design Document date: 2018_3_12
ID: a9lkhayg_50
Snippet: Based on the partial cover problem, CATCH offers the ability to design probes such that they only cover a portion of each target sequence. The user specifies this portion as either a fraction of the length of each sequence or as a fixed number of nucleotides. Reducing the problem directly to an instance of the set cover problem with a single universe would not allow partially covering each target sequence. Thus, we introduce "multiple universes" .....
Document: Based on the partial cover problem, CATCH offers the ability to design probes such that they only cover a portion of each target sequence. The user specifies this portion as either a fraction of the length of each sequence or as a fixed number of nucleotides. Reducing the problem directly to an instance of the set cover problem with a single universe would not allow partially covering each target sequence. Thus, we introduce "multiple universes" to the instance, in which each universe corresponds to a target sequence and consists of all the bases in that sequence. Each set (representing candidate probes) specifies which elements in which universes it covers. The greedy algorithm continues selecting among the candidate probes until it obtains the desired partial coverage of each universe (target sequence). We don't make claims about the approximation factor this achieves. As one application, note that when performing differential identification the required partial coverage should be set to be relatively low.
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