Exact(17)
where f ∈ W − 1, q and y d ∈ W 0 1, p are given distributions.
If distributions are used, then the needed agents are created using random draws from the given distributions.
Lemma 4.5 Let u ∈ A ad, y ∈ W 0 1, p , and v ∈ W 0 1, p be given distributions.
First, the numerical and theoretical overall yield loci are compared for given distributions of isotropic and kinematic pre-hardening.
For the analytical and simulation cdf comparison in Table 1, data samples were generated with m=β=4 and unity scaling factors for the various given distributions.
The simulated test results were statistically evaluated against the given distributions with a target mean and two different coefficients of variation of fatigue limits (COV (SFL)).
Similar(42)
Let (gin L^{p}(Omega)) be a given distribution.
Let (gin L^{2}(Omega)) be a given distribution.
For the homogenous Poisson case, in our model the service time can have any given distribution.
derivative with respect to the Lebesgue measure on [0, 1], λ, of the given distribution function.
The moment problem is to determine whether or not a given distribution F is M-det.
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