www.biomedcentral.com

Table 3
Pollen haplotypes and their respective frequencies for a male ABCD1234 with tetrasomic inheritance
Tetrasomic inheritance: β = 1 all Δ = 0 α = 0
		0.17	0.17	0.17	0.17	0.17	0.17
		AB	AC	AD	BC	BD	CD
0.17	12	AB12	AC12	AD12	BC12	BD12	CD12
0.17	13	AB13	AC13	AD13	BC13	BD13	CD13
0.17	14	AB14	AC14	AD14	BC14	BD14	CD14
0.17	23	AB23	AC23	AD23	BC23	BD23	CD23
0.17	24	AB24	AC24	AD24	BC24	BD24	CD24
0.17	34	AB34	AC34	AD34	BC34	BD34	CD34
Tetrasomic Inheritance + Chromatid Segregation + Double Reduction β = 1 all Δ = 0 α = 0.14
		0.14	0.14	0.14	0.14	0.14	0.14	0.04	0.04	0.04	0.04
		AB	AC	AD	BC	BD	CD	AA	BB	CC	DD
0.17	12	AB12	AC12	AD12	BC12	BD12	CD12	AA12	BB12	CC12	DD12
0.17	13	AB13	AC13	AD13	BC13	BD13	CD13	AA13	BB13	CC13	DD13
0.17	14	AB14	AC14	AD14	BC14	BD14	CD14	AA14	BB14	CC14	DD14
0.17	23	AB23	AC23	AD23	BC23	BD23	CD23	AA23	BB23	CC23	DD24
0.17	24	AB24	AC24	AD24	BC24	BD24	CD24	AA24	BB24	CC24	DD24
0.17	34	AB34	AC34	AD34	BC34	BD34	CD34	AA34	BB34	CC34	DD34
0.04	11	AB11	AC11	AD11	BC11	BD11	CD11	AA11	BB11	CC11	DD11
0.04	22	AB22	AC22	AD22	BC22	BD22	CD22	AA22	BB22	CC22	DD22
0.04	33	AB33	AC33	AD33	BC33	BD33	CD33	AA33	BB33	CC33	DD33
0.04	44	AB44	AC44	AD44	BC44	BD44	CD44	AA44	BB44	CC44	DD44

Pure tetrasomic inheritance produces all 36 possible genotypes are shown in regular format. Haplotypes in bold are the ones formed by chromatid segregation and haplotypes in italic are formed by double reduction. The probabilities of each S or Z allele combination are given; the gamete frequency can be calculated as joined probability of the frequency at each locus.

Aguirre et al. BMC Bioinformatics 2012 13:125 doi:10.1186/1471-2105-13-125

Table 3