A G-design is called balanced if the degree of each vertex x is a constant. A G-design is called strongly balanced if for every i = 1, 2, ..., h, there exists a constant C-i such that dA(i)(x) = C-i for every vertex x, where As are the orbits of the automorphism group of G on its vertex-set and dA(2)(x) of a vertex is the number of blocks of containing x as an element of A(i). We say that a G-design is simply balanced if it is balanced, but not strongly balanced. In this paper we determine the spectrum of simply balanced and strongly balanced 4-kite designs.
|Titolo:||Balanced and Strongly Balanced 4-Kite Designs|
|Data di pubblicazione:||2013|
|Citazione:||Balanced and Strongly Balanced 4-Kite Designs / Gionfriddo M; Kucukcifci S; Milazzo L. - In: UTILITAS MATHEMATICA. - ISSN 0315-3681. - 91(2013), pp. 121-129.|
|Appare nelle tipologie:||1.1 Articolo in rivista|