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. 2016 Jun 1;6(8):2407–2419. doi: 10.1534/g3.116.030866

Table 3. The extent of saturation for genes that can be mutated to a fertile supersized LD phenotype.

Series WT EMS/WT ENU/WT WT + Is[mddm]+acs-22
maoc-1 II 5 3 2 5
dhs-28 X 15 9 6 15
daf-22 II 23 18 5 23
prx-10 III 2
drop-1 II 9 5 4 38
drop-2 IV 10 5 5 22
drop-3 IV 3 3 5
drop-4 X 1
drop-5 X 1 1 2
drop-6 X 2 2 2
drop-7 1 1 1
drop-8 III 1
drop-9 II 1 1 1
λ 7.0 5.6 3.6 9.0
P(0)a 0.0009 0.0036 0.0281 0.0001
N(0)b 0.009 0.029 0.202 0.001

Allele numbers are listed for each gene according to isolation origins. λ, mean allele number; P(0), probability of unidentified genes; N(0), number of unidentified genes.

a

Assume that the allele frequency observes Poisson distribution. The probability of unidentified genes, i.e., the category with 0 allele, follows P(κ) = λκ·e/κ!. When κ = 0, P(0) = e.

b

N(0) = N·e/(1-e). N, number of identified genes.