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Data-intensive computing refers to a type of computation, incorporating systems and applications, which uses parallel and distributed computing approaches to process large volumes of data, currently in the order of terabytes or petabytes.
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In sum, existing models of mental computation incorporate processes that are strikingly similar to those described in the relational thinking literature.
Our saliency computation incorporates a basic top down modulation schema on the color feature, a possibility of incorporating spatial modulation and the weighting of different features.
The computations incorporate a mesh redistribution algorithm which creates new elements in regions of high strain and locally redistributes the vorticity field into a smaller number of elements when particles tend to cluster.
The computations incorporated a spectrotemporal analysis postulated to take place in the auditory cortex (Chi et al., 2005).
In the 20th century, insurance companies used Bayesian inverse probability, contrary to a rabidly Fisherian zeitgeist, without knowing that their computations were incorporating Bayes' theorem (McGrayne 2011).
The latter portion of the recognizability analysis describes how our MISCORE can perform motif-to-motif similarity computation and incorporate pk models in recognizing functional motifs.
In this model unsteady non-uniform flow computations were incorporated.
The results are also compared with finite element computations which incorporate measured elastic properties of the FGM.
The latter requires that other scientists design their own experiments or computations, which incorporate the key elements of the original work but differ in points considered unimportant, and obtain similar results.
Among them, an extension of Robins' (47) G-computation that incorporates the mediation formula posits regression models for each of the (conditional) expectations/probabilities/densities in the identifying equations, estimates their parameters (e.g., using maximum likelihood), and then plugs these estimates into the sums/integrals above (47, 49).
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