The Embedding Problem of Any Steiner Triple Systems Into Kite‐Designs
A G‐design V,B is called embedded into an H‐design V∪W,C if G is a subgraph of H and there is an injective mapping f:B⟶C such that B is a subgraph of f(B) for every B∈B. In this paper, we determine that the necessary conditions for embedding a Steiner triple system V,B into a Kite‐design V∪W,C are v ≡ 1, 3(mod 6), v + w ≡ 0, 1(mod 8), w ≥ (v − 1)/6 ...
Yufeng Gao, Ma Xuanlong
wiley +1 more source
A LOWER BOUND ON THE LENGTH OF BASIC MINIMAL 1-(3$t$+1,3) DESIGNS
In a previous paper the author found some minimal 1-(v,3) designs with large b, by exhaustive search. Here some further such are found, by more ad-hoc methods. A construction is given for v = 3t+1 for t ≥ 2, where b grows quadratically with v.
M. Dowd, M. Dowd
semanticscholar +1 more source
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Diagnostic value of 3.0T (1)H MRS with choline-containing compounds ratio (∆CCC) in primary malignant hepatic tumors. [PDF]
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Genetic snapshots of the Rhizobium species NGR234 genome. [PDF]
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Partial Cyclic Solution of a 2 – (p2, p, 1) Design
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