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A New Series of μ-Resolvable BIB Designs

open access: yesA New Series of μ-Resolvable BIB Designs
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New Constructions of BIB Designs

Biometrical Journal, 1985
AbstractA method of construction of certain balanced incomplete block (BIB) designs is defined from which we get new series of BIB designs.
Kageyama, S., Mohan, R. N.
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BIB-Designs from Circular Nearrings

Results in Mathematics, 2012
Let (\(N,\Phi\)) be a finite circular Ferrero pair. The set \(\Phi(a)+b\), \(a,b\in N\), \(a\not=0\), is visualized as a circle centered at \(b\) passing through \(a\). Then \(\mathcal D(a;b)=\{x\in\Phi(r)+c\mid r\not=0\), \(b\in \Phi(r)+c\), \(|(\Phi(r)+c)\cap(\Phi(a)+b)|=1\}\) can be visualized as the disk centered at \(b\) with its boundary circle ...
BENINI, ANNA   +2 more
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