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planor
Generation of regular fractional factorial designs

What is planor?

planor is a R package dedicated to the automatic generation of regular fractional factorial designs with one or several block systems.

The user invokes first the functions planor.factors and planor.model to describe its experiment. The function planor.designkey searches for a design key in a possibly mixed factorial context. A design from one of the solutions can be built by using planor.design. summary.designkey summarises the design properties from a design key matrix.
Other functions:
- planor.randomize randomizes a factorial design according to a specified block structure formula.
- alias displays the design keys matrices and the factorial effects confounded with the mean.

This package is developed in the MaIAGE research laboratory, INRA.

Authors

André Kobilinsky, Annie Bouvier, and Hervé Monod.

Contact

Herve.Monod at inra.fr

References

Example

# ----------------------------------------
# EXEMPLE 1 PAGE 7  FROM THE PLANOR MANUAL
# ----------------------------------------
#  Four 3-level treatment factors and one 3-level block factor
#  Model: block+A+B+C+D
#  Estimate: A+B+C+D
#  N=3^3
F0 <- planor.factors( factors=c(LETTERS[1:4], "block"), nlevels=rep(3,5) )
M0 <- planor.model( model=~block+(A+B+C+D)^2, estimate=~A+B+C+D )
K0 <- planor.designkey(factors=F0, model=M0, nunits=3^3,
base=~A+B+C, max.sol=2)
P0 <- planor.design(key=K0, select=2)
summary(K0[1])}

Licence
These packages are distributed under the terms of the GNU General Public License (GPL version 2 or later), WITHOUT ANY WARRANTY.
A copy of the GNU General Public License GPL-2 is available at http://www.r-project.org/Licenses.

Requirements
R system, a C++ compiler, the R-package conf.design, and, for planor only, biganalytics and bigmemory R-packages.

Documentation
An introduction and a more complete manual are provided in the directory doc of the packages.

Download from CRAN's site or last version planor_1.3-8.tar.gz (2017-06-15). Gunzip the file if installation fails.

Contact
Herve.Monod at inra.fr