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Input data can be tested visually by simulating a random test value of each input variable (other than fire occurrence) and graphing the distribution of each variable to ensure the shape of the distribution is appropriate.
Using Monte-Carlo random sampling method, a probability of casing failure with different pressure and a relationship between safety coefficient and probability of casing failure have been obtained by simulating a random distribution regularity of casing strength.
Our software program was aimed at constructing a base population by simulating a random mating honey bee population.
Our software program can construct a base population in LD by simulating a random mating honey bee population given some input population parameters.
MCL is a fast and highly scalable clustering algorithm, which partitions a PPI network into non-overlapping subnetworks by simulating a random walker in it.
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We apply this approach to two-fluid pore-scale simulations by (1) simulating a random packing of spheres that obeys the grain-size distribution and porosity of an experimental porous medium system, and (2) using a previously developed pore-morphology-based model in order to predict the phase distribution for a water-wet porous medium that undergoes primary drainage.
When only focusing on the most popular ingredients ( > x min ) the truncated power law function as well as the log-normal function fit best as visible in panel B. For the synthetic ingredient popularity distribution which we obtained by simulating a region with a random recipe selection behavior also the truncated power law and the lognormal function are the best fits (cf. panel C).
Each random network was created by simulating a set of edges for all possible dyads; the probability of edge presence was equal to the proportion of all possible edges observed in the real networks.
To ensure that modules were not being detected by chance, we simulated a random dataset containing same number of samples and genes as our test dataset.
This first stage is accomplished by simulating K random draws from a general hyper-prior and using the HABC algorithm to sample from the posteriors of?
For tables with large k and A, an alternate way to compute the P-value is by simulating many random contingency tables with the same marginal sums as T and counting the number of tables T′ with probability P(T′)≤ P T).
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by simulating a long-lasting
by simulating a cyclic
by simulating a commercial
by simulating a temporal
by simulating a massive
by simulating a benchmark
by simulating a bottom
by simulating a ternary
by simulating a multicomponent
by simulating a rapid
by simulating a two-phase
by simulating a 2-d
by simulating a two-area
by simulating a Bladeless
by simulating a 30-cell
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