Examples of using Hypercube in English and their translations into Russian
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the set of Hamiltonian cycles in the hypercube Qn.
one semiregular, with alternating hypercube facets, like a checkerboard.
Both facts are easy to prove using the principle of induction on the dimension of the hypercube, and the construction of the hypercube graph by joining two smaller hypercubes with a matching.
A similar result applies more generally: every hypercube or hyperrectangle in d{\displaystyle d} dimensions can be dissected into d!{\displaystyle d!} orthoschemes.
the Cartesian product of two hypercube graphs is another hypercube: Qi◻{\displaystyle\square} Qj Qi+j.
AI conference on November 14 in Hypercube.
The Möbius-Kantor graph is a subgraph of the four-dimensional hypercube graph, formed by removing eight edges from the hypercube Coxeter 1950.
This labeling defines an embedding of these graphs into a hypercube(the graph of all bitstrings of a given length, with the same adjacency-condition) that turns out to be distance-preserving.
Of all communication networks, a simple Cooley-Tukey algorithm graph is best reflected on a hypercube type network.
Currently, however, these computing systems are not commonly used for physical reasons making a large-dimension hypercube hard to implement in practice.
βp 1 as 1-dimensional generalized hypercube or cross polytope.
it represents an isometric embedding of the partial cube into a hypercube.
meet face-to-face if there is an(n- 1)-dimensional hypercube that is a face of both of them.
reassemble them via the fourth dimension into a hypercube.
This table represents Petrie polygon projections of 3 regular families(simplex, hypercube, orthoplex), and the exceptional Lie group En which generate semiregular
The Hoffman graph has many common properties with the hypercube Q4-both are Hamiltonian
A hypercube graph, in which the vertices correspond to all possible k-bit bitvectors
Like the hypercube graph, the vertices of the Fibonacci cube of order n may be labeled with bitstrings of length n,
Since the hypercube is a unit distance graph,
The hypercube graph Qn may be constructed from the family of subsets of a set with n elements, by making a