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Because of their small size and the mesh irregularity at the nostrils, contours around the nose tip are not reliable and therefore are not involved in the rotation computation.
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Chain coding, rotation and computation of harmonics were also carried out in SHAPE.
COordinate Rotation DIgital Computer (CORDIC) is a unit that is widely used in the applications such as scientific calculators, signal/image processing, communication systems, robotics, 3-D graphics etc. exhibits huge computations and requires large power.
For the statistical model considered here, we are able to substantially simplify the rotation P-value computations outlined by Langsrud (2005), resulting in a very fast algorithm.
Using the rigid model of transmission (i.e.without handling the hinge-rotations and shift), the computation of I (A & S & T ) is linear in the size of the alignment, as the computation of I(S), I (A ) and I (T | S & A ) are all linear.
Numerical integrations in celestial mechanics often involve the repeated computation of a rotation with a constant angle.
The P1 spectrum is obtained after the computation of the rotation kernel in the Fourier domain, and then the IFT is used to obtain the final solution.
It goes without saying that in this way, the computation of the rotation matrix should be repeated in an iterative way in order to decrease the error.
Computations show that rotation can alter these profiles.
The use of finite transformation formalism enables the computation of crystal rotations which affect slip system activities.
It is based on the quaternion modeling, that also offers interesting properties such as the computation complexity for rotations, the stability in the presence of coding and rounding errors and the inherent robustness regarding the gimbal lock problem.
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