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We use this convention in order to study the sets of continuity of functions: we want that if (fin C(A)) and (fin C(B)), where A and B are union of intervals, then (fin C Acup B)).
Using the results of the RVS machine maintenance task study, the sets of motions used by the human being in carrying out these maintenance tasks are described in the next section of this paper.
For each case study the sets of questions outlined in our conceptual framework structured interpretation of available data.
In the previous study, the sets of NISE, for which the existence of two or more distinct folds (the ultimate proof of the lack of homology), could be demonstrated directly was a small minority but this fraction changed to majority in the present study thanks to the advances of structural biology in general and structural genomics in particular.
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We first use algebraic properties of kinetic sets to study the set of complex factorizable kinetics CFK(N) on a CRN, which shares many characteristics with its subset of mass action kinetics.
Thereafter, we study the setting of two uncertain parameters in the model of crack growth.
For a case study, the set of parameters given in Table 1 is considered.
In this study, the set of governing partial differential equations was discretized and solved using FLUENT software as a finite volume technique, based on granular multiphase flows.
We study the set of all spreading models generated by weakly null sequences in Orlicz sequence spaces equipped with partial order by domination.
In our study, the set of one direction cluster genes were analyzed for overrepresentation against the rest of the genome.
We used the network to study the set of interacting proteins that are encoded by genes co-expressed during sporulation.
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