Indel-Based Evolutionary Distance and Mouse–Human Divergence

Table 1.

Summary of Notations


L1,L2

lengths of two orthologous timer sequences
Δ = L1-L2 difference of lengths of timer sequences
δ length of an individual indel
I fraction of insertions among all indels
A fraction of indels which occurred in the first of the two lineages
a probability that an indel increases Δ
p(δ) distribution of δ of all indels
Pi(δ), Pd(δ) distributions of length of insertions and of deletions
p+(δ), p-(-δ) distributions of indels with only positive and only negative values of δ
pm(δ), ph(δ) distribution of indel length in muroids and in primates
k number of indels on the path between two timer sequences
fk(Δ) distribution of Δ between two timer sequences with a certain k
T number of generations of independent evolution of timer sequences
b per nucleotide site per generation probability of an indel fixation
q = bT average per site number of accumulated indels
u(k) probability of a timer of length L accumulating k indels, under a given q
Ii(q) likelihood function for the i-th timer sequence
I(q) likelihood function for a set of timer sequences
q^
maximal likelihood estimate of q

This Article

  1. Genome Res. 14: 1610-1616

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