Generates a balanced incomplete block design with given number of treaments (v), number of blocks (b), number of replications (r), block size (k) and number of concurrences (lambda).
bibd(v,b,r,k,lambda,ntrial=5,pbar=FALSE)
number of treatments
number of blocks
number of replications
block size
number of concurrences
block contents in a b by k matrix
treatments by blocks incidence matrix of the generated design
concurrence matrix of the generated design
Lower bound to the A-efficiency of the generated design
Lower bound to the D-efficiency of the generated design
number of treatments
number of blocks
number of replications
block size
number of concurrences
number of trials. Default value is 5.
logical value indicating whether progress bar will be displayed or not. Default is FALSE
Baidya Nath Mandal <mandal.stat@gmail.com>
Mandal, B. N., Gupta, V. K. and Parsad, R. (2013). Application of optimization techniques for construction of incomplete block designs. Project report, IASRI, New Delhi.
Mandal, B. N., Gupta, V. K., & Parsad, R. (2014). Efficient Incomplete Block Designs Through Linear Integer Programming. American Journal of Mathematical and Management Sciences, 33(2), 110-124.
Mandal, B. N. (2015). Linear integer programming approach to construction of balanced incomplete block designs. Communications in Statistics-Simulation and Computation, 44:6, 1405-1411.
bibd(7,7,3,3,1)
bibd(9,12,4,3,1)
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