hypercube

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hy·per·cube

 (hī′pər-kyo͞ob′)
n.
1. Any of a set of objects resulting from the generalization of a two-dimensional square and a three-dimensional cube to n dimensions. A hypercube has 2n corners, each of which is connected to its n nearest adjacent corners by edges that all have the same length.
2. A network whose nodes have the connectivity of such an object.

hypercube

(ˈhaɪpəˌkjuːb)
n
(Mathematics) maths a figure in a space of four or more dimensions having all its sides equal and all its angles right angles
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The concept of using Laplacian pyramids for image compression is further expanded for video data, by Adrian Enache and Costin Boiangiu, in the paper "A Pyramidal Scheme of Residue Hypercubes for Adaptive Video Streaming" [5], where "hypercubes are built as residues between successive downsampling and upsampling operations over chunks of video data".
However, this result does not immediately provide a complete answer to the original question, as hypercubes contain matchings that are maximal with respect to inclusion, but still not perfect.
The strategy for selecting initial conditions, called Latin Hypercubes, helps provide confidence that enough testing has been done to represent all possible combinations.
Among specific topics are response surface experiments and designs, non-regular factorial and supersaturated designs, the algebraic method in experimental design, Latin hypercubes and space-filling designs, and plate designs in high-throughput screening experiments for drug discovery.
Emerging like a perfectly polished diamond in the world of match-3 puzzles, Blitz offers countless ways to complete each level of 60-second madness, as you discover the awesome power of Flame gems, Star gems and Hypercubes.
Resolving sets in general graphs were first studied by Harary Melter [20] and Slater [22] although the resolving sets for hypercubes were studied earlier under the guise of a coin weighing problem [610111819].
6 Extensions of the PH-property for the hypercubes.
The subspaces obtained by the state space discretization are called hypercubes [18].
Hernandez-Roz and Wallis (2006) specified XBRL Dimensions to model hypercubes of financial data.
Then, the CH checks the summarized membership to determine the hypercubes that maintains the members of this group.
There has been little study of this in Word Ways since Darryl Francis created various hypercubes (up to 5 dimensions) in the 1970s.
In other new features, information can now be combined from different hypercubes into a single report, and hypercube status information is now available in MitsWeb.