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To evaluate the rotational variance of a GES we select 343 rotation matrices.
Most three dimensional methods have performed less well in the past due to the fact that three dimensional descriptors have to deal with translational and rotational variance in addition to a potentially large number of conformations.
Signal deviation is defined in [ 16] to measure the rotational variance of a GES.
Knowledge of the rotational variance is thus very important in the dMRI community.
The "true" rotational variance showed a statistically significant better femoro-tibial rotational alignment when referenced to the medial third of the tibial tubercle (p < 0.001, Fig. 3).
Finally, to show the relevance of the proposed design approach, we evaluate our solutions using the rotational variance test and Monte Carlo simulations.
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The confirmatory analysis of this investigation was based on a sign test, which was applied to intraindividually compare the "true" rotational variances' distributions when being assessed by the respective landmarks.
The post-rotational variances of the factors were 15.35, 10.99 and 10.23 %, respectively.
Our secondary outcomes were radiological outcome, including palmar tilt, radial inclination, ulnar variance and rotational angle, and complications.
Tibial components showed a greater variance in rotational alignment compared to femoral components and contributed to a greater proportion of TKR identified as outliers.
Briefly, a series of images was reconstructed with differently assumed x-positions of the rotational axis, and the variance of each image was calculated.
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