D ∪D | R ∪R | D ∪R |
---|
g
|
f
|
f
|
g
|
g
|
f
|
g
|
g
|
f
|
f
|
f
|
f
|
g
|
g
|
f
|
f
|
f
|
f
|
f
|
f
|
f
|
f
|
f
|
f
|
f
|
f
|
f
|
R ∩D | R ∩R | D ∩D |
g
|
g
|
g
|
g
|
g
|
g
|
g
|
g
|
g
|
g
|
g
|
g
|
g
|
g
|
g
|
g
|
f
|
f
|
g
|
f
|
f
|
g
|
g
|
f
|
g
|
f
|
f
|
- D ∪D, the union of dominant and dominant; R ∪R, the union of recessive and recessive; D ∪R, the union of dominant and recessive; R ∩D, the intersection of recessive and dominant; R ∩R, the intersection of recessive and recessive; D ∩D, the intersection of dominant and dominant [This table is adapted from Table 1 of Song and Nicolae [16]]