Interestingly, this measurement has been done, not by directly measuring the force (which would be complicated to do and requires a lot of assumptions to be made ), but by examining how the red blood cell itself deforms as the laser beam pulls on the merozoite: since the stiffness of the red blodd cell is known, the force leading to the observed deformation can be explicitly evaluated.
Compatibility issues are explicitly evaluated by a new interface concept.
The functions (d_{i}) ((i=1,2,3)) are low order polynomials and can be explicitly evaluated.
In principle, this bound, given the smallest representation of a topological manifold in terms of simplices, can be explicitly evaluated.
Actually, as the law of Y is Gaussian, the likelihood function of Y can be explicitly evaluated.
In addition, the upper bound of the setting time of the global synchronization in finite time is explicitly evaluated.
In order to minimize the Kohn Vogelius criterion, its total variation with respect to a set of ball-shaped perturbations on the measure is explicitly evaluated.
Since the latter are explicitly evaluated on the fly, meaningful discrete-adjoint operators can be identified and compared against their primal counterparts.
Meanwhile, by means of the fractional Lyapunov-like approach, the global projective synchronization condition is given, and the synchronization time is explicitly evaluated.
Our estimator is expressed in a residual form defined over a suppressed feature, and can be explicitly evaluated using solutions of the defeatured model or its extensions.
