An algebraic study of BIB designs: a complete solution for v=6 and k=3
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Publication:1156803
DOI10.1016/0097-3165(81)90039-XzbMath0469.05014MaRDI QIDQ1156803
A. S. Hedayat, Gholamreza Khosrovshahi
Publication date: 1981
Published in: Journal of Combinatorial Theory. Series A (Search for Journal in Brave)
Related Items
On the structure of (v,k,t) trades, On BIB designs with various support sizes forv = 9 and k=3, A reciprocity relation for t-designs, A graphical proof of the nonexistence of BIB(7,b,r,3,\(\lambda\) \(| 16)\) designs, The family of t-designs. Part I, The spectrum of support sizes for threefold triple systems, Complete designs with blocks of maximal multiplicity, Support sizes of triple systems, Support sizes of sixfold triple systems, Median-unbiasedness and the Gauss-Markov property in finite population survey sampling, The family of t-designs. II, Construction of BIB designs with various support sizes - with special emphasis for \(v=8\) and \(k=4\), A study of BIB designs through support matrices
Cites Work
- The trade-off method in the construction of BIB designs with variable support sizes
- Convex sets of finite population plans
- On theory and applications of BIB designs with repeated blocks
- Block designs with repeated blocks
- The module structure of integral designs
- Combinatorial Topology and the Trade Off Method in Bib Designs
- A Note on Balanced Incomplete Block Designs
