Approach to Layouts Used in Toroidal Topologies | Chapter 6 | Research Highlights in Science and Technology Vol. 9

Toroidal topologies are shapes following the geography of an n-dimensional torus, whose climax is the presence of robe links along all structure. In this paper, three instances of toroidal topologies are intentional, such as de Bruijn shapes, k-ary n-cubes and toroidal k-ary grids. De Bruijn shapes of n ranges are ideal for pattern spotting, as all available patterns of a driven size and signs throughout a likely shape are located just late. However, k-ary n-cubes and toroidal k-ary grids are ideal for node labeling so as to flow them, place the former has a plainer layout, as growth are labeled in a subsequent manner, whilst the concluding is more complex to amplify, as it minimizes Hamming distance among bud identifiers.

Author(s) Details:

Pedro J. Roig,
Miguel Hernández University, Elche, Spain and University of the Balearic Islands, Spain.

Salvador Alcaraz,
Miguel Hernández University, Elche, Spain.

Katja Gilly,
Miguel Hernández University, Elche, Spain.

Cristina Bernad,
Miguel Hernández University, Elche, Spain.

Carlos Juiz,
University of the Balearic Islands, Spain.

Please see the link here: https://stm.bookpi.org/RHST-V9/article/view/11636