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. 2022 Jan 10;20:508–520. doi: 10.1016/j.csbj.2021.12.036

Table 3.

Estimates of observed richness and correlation with original sequencing depth for data processed with DADA2. Estimates shown are calculated on data processed without use of a prior.

Study Processing Sub-sampling ρ1 Mean observed richness (SD) Mean singletons
Aho et al., 2019 (C) Unpooled None 0.54 256.12 (70.30) 1.00
Post 0.50 241.65 (63.70) 17.99
Pre 0.07 101.80 (17.80) 0.43
Pooled None 0.23 820.02 (217.00) 251.00
Post −0.02 469.16 (110.00) 145.98
Pre −0.01 388.27 (80.70) 125.14



Almeida-Santos et al., 2021 (A) Unpooled None 0.34 372.90 (127) 10.80
Post 0.27 309.76 (94.7) 45.39
Pre 0.04 83.90 (14.1) 1.32
Pooled None 0.08 3178.07 (1104) 2044.85
Post −0.40 971.76 (352) 554.71
Pre −0.01 704.66 (150) 407.93



Manor et al., 2018 (B) Unpooled None 0.42 226.53 (92.20) 0.00
Post 0.36 216.05 (84.90) 12.33
Pre 0.27 106.53 (43.50) 0.00
Pooled None 0.30 592.53 (166.00) 129.40
Post 0.09 384.10 (110.00) 94.82
Pre 0.15 296.28 (77.60) 66.93