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The major axis confidence limits (Figure 1) were determined using a computer macro based on the computation given in Sokal and Rohlf [44].
The L factor also depends on the computation method.
This algorithm is based on the computation of local space average color.
One difficulty with adiabatic quantum computation is the limit on the computation time.
Finally, discussion on the computation effectiveness among different method is made.
Our results are based on the computation of rational normal forms and time-delay anticontroller design.
Instead of accuracy the proper model has to fulfill also requirement on the computation time.
Quantitative model checking and game solving is undecidable, except if bounds on the computation can be found.
The present note follows a first comment on the computation of non-conservative products in [1].
This method is based on the computation of their orientation field without explicit detection of fringes.
The method relies on the computation of local parabolic reconstructions of the interface.
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