Definitions.-An arrangement of v objects (called treatments) in b sets: g0 Q2 }0 m. t: \& g; W: K, v
(called blocks) will be called a pairwise balanced design of index unity and type% T. e$ o: ]% ?
(v; ki, k2, .. ., ki) if each block contains either k1, k2, .. ., or km treatments which 5 N- D; l' M3 O. h$ H: Sare all distinct (k, < v, k, $ kj), and every pair of distinct treatments occurs exactly. U# W) w6 h9 |0 ^
in one block of the design. If the number of blocks containing k, treatments is & i- z, i$ l7 ~, v @b,, then clearly b = A bi, v(v-1) = i biki(k -1)。。。 " l. B6 \) i% S% Q) T2 [# Z* E5 q' |- o' V) l
谁能帮我解释一下,可以举个简单的例子。。谢谢!~ ' o+ ^( \! z0 ]3 b1 B