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The Construction of Pairwise Additive Minimal BIB Designs with Asymptotic Results
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作者 Kazuki Matsubara sanpei kageyama 《Applied Mathematics》 2014年第14期2130-2136,共7页
An asymptotic existence of balanced incomplete block (BIB) designs and pairwise balanced designs (PBD) has been discussed in [1]-[3]. On the other hand, the existence of additive BIB designs and pairwise additive BIB ... An asymptotic existence of balanced incomplete block (BIB) designs and pairwise balanced designs (PBD) has been discussed in [1]-[3]. On the other hand, the existence of additive BIB designs and pairwise additive BIB designs with k = 2?and?λ = 1?has been discussed with direct and recursive constructions in [4]-[8]. In this paper, an asymptotic existence of pairwise additive BIB designs is proved by use of Wilson’s theorem on PBD, and?also for some l?and k the exact existence of l?pairwise additive BIB designs with block size k and?λ = 1?is discussed. 展开更多
关键词 Incidence Matrix Pairwise BALANCED DESIGN (PBD) BALANCED Incomplete Block DESIGN (BIBD) ADDITIVE BIB DESIGN Pairwise ADDITIVE BIB DESIGN Wilson’s Theorem
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