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Table 1 Transforming quantiles of log2(R/G) to Z score.

From: A novel application of quantile regression for identification of biomarkers exemplified by equine cartilage microarray data

Quantile of log2(R/G)

Z-score

observed log2(R/G) ≥ 99th estimated quantile

2.57

99th estimated quantile > observed log2(R/G) ≥ 95th estimated quantile

1.96

95th estimated quantile > observed log2(R/G) ≥ 90th estimated quantile

1.44

90th estimated quantile > observed log2(R/G) ≥ 80th estimated quantile

1.04

80th estimated quantile > observed log2(R/G) ≥ 50th estimated quantile

0.39

50th estimated quantile > observed log2(R/G) ≥ 20th estimated quantile

-0.39

20th estimated quantile > observed log2(R/G) ≥ 10th estimated quantile

-1.04

10th estimated quantile > observed log2(R/G) ≥ 5th estimated quantile

-1.44

5th estimated quantile > observed log2(R/G) ≥ 1stestimated quantile

-1.96

observed log2(R/G) < 1st estimated quantile

-2.57

  1. Transforming observed quantile of log2(R/G) into corresponding Z-score