Sentence examples for sss used from inspiring English sources

Exact(2)

The SSS used in the present study was harvested from the suburb of Beijing, China.

LR and SSS used their professional networks to invite Institute for Healthcare Improvement faculty, members of the editorial boards from leading QI research journals, evaluators of Robert Wood Johnson Foundation (RWJF) quality programs, and RAND patient safety and QI experts to participate in this study.

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Our three approaches use different sets of data features (although SSS uses of all of them).

The identification of SSS using RNA-seq is complicated by both experimental and analytical challenges.

DIC was computed from pCO2 measurements and TA estimates from SSS, using the carbonic acid constants of Mehrbach et al. [ 40] refitted by Dickson and Millero [ 41].

The identification of SSS using RNA-seq is complicated by both experimental and analytical challenges thus the following protocol was used to identify a set of high confidence SSS events within each strain.

SSS uses a naive-Bayes maximum-likelihood model to weight the edges with two posterior probabilities: that of being in a small complex, and of being in a large complex.

SSS uses a supervised maximum-likelihood naive-Bayes model to weight each edge with two separate probabilities: that of belonging to a small complex, and of belonging to a large complex.

Fourth, we performed second strand synthesis (SSS) using a biased dACG-TP/dU-TP mix (Fermentas), 10 units of E. coli DNA ligase (Invitrogen), 160 units of E. coli DNA polymerase (Invitrogen), and 2 units of E. coli RNase H (Invitrogen), followed by 1.8X AmpureXP SPRI bead purification (Agencourt).

SSS uses supervised learning to weight each edge with three scores: its posterior probability of being a small-co-complex edge (ie. of belonging to a small complex), of being a large-co-complex edge, and of not being a co-complex edge, given the features of the edge.

SSS uses supervised learning to weight each edge of the reliable PPI network with two posterior probabilities, that of being a small-co-complex edge (ie. of belonging to a small complex), and that of being a large-co-complex edge, given the edge's features.

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