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To a first approximation the efficiency of collision of two colliding particles depends on the geometric mean of their sizes.
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We show that our deformation cost approximation improves the efficiency of the planner by several orders of magnitude.
Thus, the accuracy of the approximation and the efficiency of its implementation are closely related to the choice of the grid points and the basis set.
For a final approximation of the efficiency of impedance matching, the area ratio needs to be combined with the lever arm ratio, which considers the arrangement of either the ossicular chain or the cartilaginous extrastapes [2]; unfortunately, the latter is not preserved in the investigated taxa.
Numerical examples are presented to illustrate the accuracy of the proposed approximation scheme and the efficiency of the proposed solver.
An index called an average degree of approximation is defined to show the efficiency of the proposed method.
This example illustrates the efficiency of approximation of common fixed points of an infinite family of nonexpansive mappings.
Rescaling from the scale of Var u) to the scale of σ g 2 improved the approximation of the PEV and four of the 10 formulations gave the best approximations of PEVexact thereby improving the efficiency of the Monte Carlo sampling procedure for calculating the PEV.
The sparse algebraic equations resulting from QSS and PE approximations were utilized such that the efficiency of the dynamic stiffness reduction is high compared with general methods of time-scale reduction based on Jacobian decomposition.
The paper describes domain specific heuristic functions that improve the efficiency of the approximation further for a specific application.
Experimental results demonstrate that the incremental approaches effectively improve the efficiency of set approximation computation.
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