Ne
|
Effective population size |
S |
Number of diploid individuals in a sample |
n11
|
Number of genotypes in a sample with aa at first locus and bb at second locus |
n12
|
Number of aa b– genotypes where – refers to non-b allele at the second locus |
n21
|
Number of a– bb genotypes |
n22
|
Number of a– b– genotypes |
na, nb
|
Number of a and b alleles respectively |
pa, pb
|
Allele frequencies in gametic and composite table, = na/2S and nb/2S |
pab
|
Frequency of the ab haplotype |
D |
Gametic disequilibrium coefficient = pab – papb
|
r2
|
Gametic correlation = D2/[pa(1– pa)pb(1– pb)] |
M |
Number of ab haplotypes in composite haplotype table = 4n11+2n12+2n21+ n22
|
pab(comp) |
Frequency of ab in composite haplotype table = M/4S |
D(comp) |
Disequilibrium coefficient from composite haplotype table = pab(comp) – papb
|
Δ |
Burrows’ disequilibrium coefficient = 2D(comp) |
r2(comp) |
r2 value from composite haplotype table = D2(comp)/[pa(1– pa)pb(1– pb)] |
|
Composite r2 parameter = 4r2(comp) |
|
Estimate of from sample |
|
with single-locus disequilibrium =
|
?2(comp) |
?2 calculated from composite haplotype table |
pn
|
Frequency of null alleles at a locus |
α |
Half the difference between coupling and repulsion heterozygote frequencies |