From: A hierarchical statistical model for estimating population properties of quantitative genes
Male | |||||
---|---|---|---|---|---|
A _{1} A _{1} | A _{1} A _{2} | — | A _{ s } A _{ s } | ||
(2p _{1} p _{2}) | — | ||||
A _{1} A _{1} | A _{1} A _{1} | A _{1} A _{1} : A _{1} A _{2} | — | A _{1} A _{ s } | |
(1) | (1/2:1/2) | — | (1) | ||
A _{1} A _{2} | A _{1} A _{1} : A _{1} A _{2} | A _{1} A _{1} : A _{1} A _{2} : A _{2} A _{2} | — | A _{1} A _{ s } : A _{2} A _{ s } | |
(2p _{1} p _{2}) | (1/2 : 1/2) | (1/4:1/2:1/4) | — | (1/2 : 1/2) | |
Female | | | | | | | | | | |
A _{κ} A _{ι} | A _{κ} A _{1} : A _{ι} A _{1} | A _{κ},A _{1} : A _{κ} A _{2} : A _{ι} A _{1} : A _{ι} A _{2} | — | A _{κ} A _{ s } : A _{ι} A _{ s } | |
(2p _{κ} p _{ι}) | (1/2 : 1/2) | (1/4 : 1/4 : 1/4 : 1/4) | — | (1/2 : 1/2) | |
| | | | | | | | | | |
A _{ s } A _{ s } | A _{1} A _{ s } | A _{1} A _{ s } : A _{2} A _{ s } | — | A _{ s } A _{ s } | |
(1) | (1/2:1/2) | — | (1) |