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- Title
BLOCKING SETS FOR CYCLES AND PATHS DESIGNS.
- Authors
Bonacini, Paola; Marino, Lucia
- Abstract
In this paper, we study blocking sets for C4, P3 and P5-designs. In the case of C4-designs and P3-designs we determine the cases in which the blocking sets have the largest possible range of cardinalities. These designs are called largely blocked. Moreover, a blocking set T for a G-design is called perfect if in any block the number of edges between elements of T and elements in the complement is equal to a constant. In this paper, we consider perfect blocking sets for C4-designs and P5-designs.
- Subjects
DESIGN; EDGES (Geometry)
- Publication
Applicable Analysis & Discrete Mathematics, 2020, Vol 14, Issue 1, p183
- ISSN
1452-8630
- Publication type
Article
- DOI
10.2298/AADM181108008B