On the Existence of d-Homogeneous $$\mu $$ μ -Way (v, 3, 2) Steiner Trades

Author:

Golalizadeh S.,Soltankhah N.

Publisher

Springer Science and Business Media LLC

Subject

Discrete Mathematics and Combinatorics,Theoretical Computer Science

Reference25 articles.

1. Amjadi, H., Soltankhah, N.: On the existence of $$d$$ d -homogeneous $$3$$ 3 -way Steiner trades. Utilitas. Math. 108, 307–320 (2018)

2. Asgary, M., Soltankhah, N.: On the non-existence of some Steiner $$t-(v, k)$$ t - ( v , k ) trades of certain volumes. Utilitas. Math. 79, 277–283 (2009)

3. Cavenagh, N.J., Donovan, D.M., Yazici, E.Ş.: Minimal homogeneous Steiner $$2-(v, 3)$$ 2 - ( v , 3 ) trades. Discret. Math. 308, 741–752 (2008)

4. Chen, D., Lindner, C.C., Stinson, D.R.: Further results on large sets of disjoint group-divisible designs. Discret. Math. 110, 35–42 (1992)

5. Chen, D., Stinson, D.R.: On the construction of large sets of disjoint group divisible designs. Ars Combin. 35, 103–115 (1993)

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1. A new construction for μ-way Steiner trades;COMMUN COMB OPTIM;2024

2. On the Volume of µ-way G-trade;Iranian Journal of Mathematical Sciences and Informatics;2022-04-01

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