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Of course, the optimal solution is solving the backwards equations based on Belman's criterion (finite horizon) or using value or policy iteration (infinite horizon).
In order to show the workability of this failure criterion, finite element simulations of coupon tests and of a three-point bending test of a textile composite are shown and compared to experimental data.
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Finite frequentism has no trouble meeting the ascertainability criterion, as finite relative frequencies are in principle easily determined.
Following that, the analytical criterion for finite motion of corresponding free joints at singularity configurations is derived from the second-order analysis of compatibility equations.
The implementation of the criterion in finite element programs, however, presents some numerical difficulties due to the gradient discontinuities which occur at both the edges and the tip of the hexagonal yield surface pyramid.
Models were then compared using an information theoretic approach: Akaike's information criterion for finite samples (hereafter AICc).
When testing these models against speed (Table 1), model 2 had the lowest Akaike's information criterion for finite samples (AICc) and received a weight of 0.49.
They gave the criteria for finite time blowup or global existence, and established blow-up rate estimate.
We first give the criteria for finite time blowup or global existence, which shows the important influence of nonlocal boundary.
This paper discusses the use of frequency domain criteria for finite element (FE) model correlation and updating.
These facts motivate us to provide a novel criterion of finite-time stability, say (dot{V}leq-a_{0}V^{wp}+d_{0}) with (d_{0}>0).
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