Table 5 |
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|
Procrustes ANOVA for the coral example, with a symmetry group consisting of reflection and rotation of order 2 |
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|
Source |
Degrees of freedom |
Sums of squares |
Mean squares |
F |
P |
|
|
|||||
|
Individual |
1127 |
4.9380 |
0.0043815 |
1.82 |
< 0.000001 |
|
Rotation |
23 |
0.096360 |
0.0041896 |
4.20 |
< 0.000001 |
|
Reflection |
23 |
0.16058 |
0.0069818 |
1.34 |
0.13 |
|
Rotation × reflection |
23 |
0.072451 |
0.0031501 |
3.17 |
< 0.000001 |
|
Rotation × individual |
1127 |
1.1251 |
0.0009983 |
4.95 |
< 0.000001 |
|
Reflection × individual |
1127 |
5.8839 |
0.0052209 |
25.87 |
< 0.000001 |
|
Rotation × reflection × individual |
1127 |
1.1184 |
0.0009924 |
4.92 |
< 0.000001 |
|
[Total FA] |
3381 |
8.1274 |
0.0024039 |
||
|
Imaging error |
4600 |
0.92842 |
0.0002018 |
1.26 |
< 0.000001 |
|
Digitizing error |
9200 |
1.4789 |
0.0001607 |
||
|
|
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|
The main effect of individuals is tested against the mean square for the total fluctuating asymmetry ("Total FA": pooling sums of squares and degrees of freedom across all three subspaces with asymmetric variation: rotation × individual, reflection × individual and rotation × reflection × individual). This total asymmetry is not used otherwise in the analysis. |
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|
Savriama and Klingenberg BMC Evolutionary Biology 2011 11:280 doi:10.1186/1471-2148-11-280 |
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