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The non-linear behavior of the joint cannot be approximated with accuracy by a linear model.
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We show that there exist graphs of Cartesian maps, of finite mass, which cannot be approximated weakly as currents by graphs of smooth maps with equibounded area.
It is found that the performance of openings with a porous and/or plastic sealing cannot be approximated by the results for empty and open holes or slits.
It cannot be approximated by interpolation or down-sampling.
This means that this problem cannot be approximated by a single schedule.
As a result, the wound edges cannot be approximated.
We remark that μ m cannot be approximated this way because of the nonlinearity in (1).
Solutions, including the location of shocks, are approximated with second order accuracy.
The hands cannot then be approximated.
Using bisectioning, the (possibly non-convex) solution set can be approximated up to a chosen accuracy.
Prediction accuracy can be approximated by dividing predictive ability by [ 8, 31].
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