Degree
of Dominance.
An estimate of 1.64 for tho degree of dominance of
genes affecting yield of grain in prolific corn was obtained by Robinson, et
al. (Agron. Jour. 41: 353‑359, 1949). C. O. Gardner (unpublished), using
a different procedure, has recently obtained an estimate of 1.51 for the genes
conditioning the same character. These estimates involved the ratio of the
variance due to dominance deviations,
s |
2 |
, |
d |
and the additive genetic variance
s |
2 |
. |
g |
The estimates were computed as
2s |
2 |
. |
d |
||
s |
2 |
|
g |
With gene frequencies (q) of 1/2 (as obtained in the
unselected populations from a cross of homozygous lines used in the work cited
above) and no linkage effects
2s |
2 |
= 1.0 |
d |
||
s |
2 |
|
g |
if dominance is complete at all loci and greater
than 1.0 if there is a preponderance of overdominance. Recent work at this
institution has indicated that certain linkage effects in the material used in
these investigations may result in values of the magnitude obtained with no
more than complete dominance.
If dominance is complete but
q > ½, |
2s |
2 |
>1.0. |
d |
|||
s |
2 |
||
g |
Hence assuming q's over ½ in open‑pollinated
varieties (Crow, J. F., Genetics 33:477‑487, 1948) one would anticipate
2s |
2 |
d |
|
s |
2 |
g |
considerably above 1.0 even with complete dominance.
Any linkage out of phase equilibrium would further increase the ratio.
Additive genetic variance and dominance variance
have been estimated for yield of grain from an extensive investigation in 1950
utilizing biparental crosses in two open‑pollinated varieties of corn.
The ratio
2s |
2 |
. |
d |
||
s |
2 |
|
g |
was 1.01 in Jarvis and 1.15 in Weekley. These
estimates would indicate canplete dominance if one assumed gene frequencies
were ½, and no more than partial dominance if the intensive selection to
which these varieties have been subjected has resulted in the accumulation of
more favorable genes for yield.
H.F. Robinson, R.E. Comstock, and P.H. Harvey