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We show that by adding eight extra edges, referred to as bridges, to an n-cube (n/spl ges/4) its diameter can be reduced by 2, and by adding sixteen bridges ...
We show that by adding eight extra edges, referred to as bridges, to an n-cube (n/spl ges/4) its diameter can be reduced by 2, and by adding sixteen bridges ...
The problem of reducing the diameter of a hypercube-based structure by adding some redundant links to the standard hypercube is considered.
A number of hypercube-variant networks attempt to improve the hypercube by adding extra connections and thus reducing the diameter of the constructed netwo.
We have shown that by exchanging four pairs of independent edges in a d-cube ( d 2 5 ) , we can reduce its diameter by 2. By exchanging sixteen pairs of ...
Mar 31, 2019 · The twisted hypercube is a new variant of hypercubes with asymptotically optimal diameter introduced by X.D. Zhu. In this paper, we show ...
Missing: Reduced | Show results with:Reduced
This paper presents a variation on the hypercube, denoted GQ, for Generalized Twisted Cube of dimension n, that contains many of the good properties of the ...
Nov 7, 2024 · Twisted hypercubes are generalizations of the Boolean hypercube, obtained by iteratively connecting two instances of a graph by a uniformly ...
This research paper proves that the diameter of a randomly twisted hypercube (Gn), a type of random graph, is asymptotically equal to n/log2(n) with high ...
Nov 13, 2022 · Twisted hypercubes are generalizations of the Boolean hypercube, obtained by iteratively connecting two instances of a graph by a uniformly random perfect ...
Missing: Bridged Reduced