BIB: Balanced Incomplete binary Blocks Designs
In mlaib/PGM2: Nested Resolvable Designs and their Associated Uniform Designs
Description
Usage
Arguments
Value
Author(s)
References
Examples
Description
Gives the configuration of a Balanced Incomplete binary Blocks
Designs (BIBD) using a projective geometry on a Galois Field of order 2 GF(2).
Usage
1
BIB(m)
Arguments
m
Dimension of the projective geometry defined on GF(2)
Value
A LIST of:
-
V Number of treatments in the BIBD.
-
B Number of blocks of the BIBD.
-
R Repetition of each treatment.
-
K Size of each block.
-
BIB The configuration of the BIBD.
Author(s)
Mohamed Laib, Abla Boudraa and Zebida Gheribi-Aoulmi
References
D. Dugué Traité de statistique théorique et appliquée, Masson et Cie, 1958.
Examples
1
2
m<-4
X<-BIB(m) #BIB from PG(4,2)
mlaib/PGM2 documentation built on May 20, 2019, 4:12 p.m.
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Description Usage Arguments Value Author(s) References Examples
Description
Gives the configuration of a Balanced Incomplete binary Blocks Designs (BIBD) using a projective geometry on a Galois Field of order 2 GF(2).
Usage
1 | BIB(m)
|
Arguments
m |
Dimension of the projective geometry defined on GF(2) |
Value
A LIST of:
-
VNumber of treatments in the BIBD. -
BNumber of blocks of the BIBD. -
RRepetition of each treatment. -
KSize of each block. -
BIBThe configuration of the BIBD.
Author(s)
Mohamed Laib, Abla Boudraa and Zebida Gheribi-Aoulmi
References
D. Dugué Traité de statistique théorique et appliquée, Masson et Cie, 1958.
Examples
1 2 | m<-4
X<-BIB(m) #BIB from PG(4,2)
|
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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