## Abstract We extend the notion of a framed net, introduced by D. Jungnickel, V. C. Mavron, and T. P. McDonough, J Combinatorial Theory A, 96 (2001), 376โ387, to that of a __d__โframed net of type โ, where __d__โโฅโ2 and 1โโคโโโโคโ__d__โ1, and we establish a correspondence between __d__โframed nets o
Recursivity and geometry of the hypercube
โ Scribed by Ilda P.F. da Silva
- Publisher
- Elsevier Science
- Year
- 2005
- Tongue
- English
- Weight
- 225 KB
- Volume
- 397
- Category
- Article
- ISSN
- 0024-3795
No coin nor oath required. For personal study only.
๐ SIMILAR VOLUMES
Equiorthogonal frequency hypercubes are one particular generalization of orthogonal latin squares. A complete set of mutually equiorthogonal frequency hypercubes (MEFH) of order n and dimension d, using m distinct symbols, has n ร 1 d am ร 1 hypercubes. In this article, we prove that an afยฎne geomet
ON THE mcuitsrvm-OF FINITE SISTS by ROSALD ITARRW in Newcastle upon Tync (England) $j 1 lritrodiiclion In this paprr n n nsgcct, is discussed of tlic relationship between rccursivity aiid intuitive dccitlalilit~~ hi the case of fiiiitc sets, which, altliougli rcfcrred to elsewhere in the literatuw (
In this paper we prove that, for any n and k such that (k-l)C: is even, there exists a set of shortest paths between all the pairs of vertices at distance k of an n-cube such that each vertex is on the same number of paths. We conjecture that there also exists such a set of paths where each edge is