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hypervolume

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hypervolume [′hī·pər‚väl·yəm]
(mathematics)
The hypervolume of the direct product of open or closed intervals in each of the coordinates of a Euclideann-space (wherenis a positive integer) is the product of the lengths of the intervals.
The Jordan content of any set in Euclideann-space whose exterior Jordan content equals its interior Jordan content.


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OFAT experiments simply do not have the power to characterize weathering processes occurring in the n-dimensional hypervolume of the natural weathering environment.
These settings ensure highly acceptable algorithm performance and repeatability of the results as indicated by the hypervolume measure [16] and attainment surface plots [12] obtained over five test runs of the algorithm and shown in Figs.
 
 
 
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