Open whiffen-cann opened 2 years ago
According to the documentary,
The log2 coverage depth is the robust average of coverage depths, excluding extreme outliers, observed at the corresponding bin in each the sample .cnn files used to construct the reference.
You can calculate it by log2(copy number/2). For instance, when the copy number equals to 2, you get log2 ratio log2(2/2) = log2(1) = 0. When the copy number equals to 3, you get log2 ratio log2(3/2) = log2(1.5) =0.5849625.
Thanks for your reply very much ,your example makes it easy for me to understand.
According to the documentary,
You can calculate it by log2(copy number/2). For instance, when the copy number equals to 2, you get log2 ratio log2(2/2) = log2(1) = 0. When the copy number equals to 3, you get log2 ratio log2(3/2) = log2(1.5) =0.5849625.