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Construction of a Series of Affine Resolvable Bibds
Calcutta Statistical Association Bulletin, 1993Taking Sprott's (1956) Affine Resolvable Balanced Incomplete Block Design (ARBIBD) as a starting one, a series of ARBIBDs has been constructed by using a recurrence relation. It is observed that Kageyama's (1973) series of ARBIBDs is a special case of the constructed series.
Bhaumik, D. K., Saha, G. M.
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Recovery of information in BIBDs with interaction
Journal of Statistical Planning and Inference, 1992zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zhang, Zhiyi, Cohen, Arthur
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A2-code = Affine resolvable + BIBD
1997We say that an A2-code is optimum if it has the minimum cheating probabilities and the minimum sizes of keys. We first show that an optimum A2-code implies an affine α-resolvable design. Next, we define an affine α-resolvable + BIBD design and prove that an optimum A2-code is equivalent to an affine α-resolvable + BIBD design.
Satoshi Obana, Kaoru Kurosawa
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On Nonisomorphic BIBD with Identical Parameters
1992Abstract In this paper, we assign to every BIBD a sequence and use it to compare BIBD's with the same parameters. We then explore examples of nonisomorphic BIBD's constructed from Ferrero pairs with isomorphic regular automorphism groups. A class of BIBD's with special sequences is also provided in the last section of this paper.
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A new code construction with zero cross correlation based on BIBD
Optik, 2013Ali Djebbari, Iyad Dayoub
exaly