Depends: R(>= 2.8.0), BsMD, scatterplot3d, igraph, sfsmisc, DoE.base

Depends: R(>= 2.10.0), BsMD, scatterplot3d, igraph, sfsmisc, DoE.base

Depends: R(>= 2.10.0), BsMD, scatterplot3d, igraph, DoE.base (>=
Description: This package creates regular and non-regular Fractional Factorial designs. Furthermore, analysis tools for Fractional Factorial designs with 2-level factors are offered (main effects and interaction plots for all factors simultaneously, cube plot for looking at the simultaneous effects of three factors, full or half normal plot, alias structure in a more readable format than with the built-in function alias). The package is currently subject to intensive development. While much of the intended functionality is already available, some changes and improvements are still to be expected. Suggestions are welcome.

Depends: R(>= 2.10.0), BsMD, scatterplot3d, igraph, DoE.base (>= 0.11)

Depends: R(>= 2.10.0), BsMD, scatterplot3d, igraph0, DoE.base (>=
package is still under development. While much of the intended
functionality is already available, some changes and
improvements are still to be expected. Suggestions are welcome.

Depends: R(>= 2.13.0), BsMD, scatterplot3d, igraph (>= 0.6-2), DoE.base

Packaged: 2013-04-18 23:09:00 UTC; groemping

Depends: R(>= 2.13.0), BsMD, scatterplot3d, igraph(>= 0.6-2),

Imports: sfsmisc, BsMD, utils, scatterplot3d, igraph(>= 0.6-2)

Imports: sfsmisc(>= 1.0-26), BsMD, utils, scatterplot3d, igraph(>= 0.7)

Title: Fractional Factorial Designs with 2-Level Factors
Imports: sfsmisc(>= 1.0-26), BsMD, utils, scatterplot3d, igraph(>=
Description: Regular and non-regular Fractional Factorial 2-level designs
can be created. Furthermore, analysis tools for Fractional
readable format than with the built-in function alias).
Packaged: 2016-09-29 09:02:32 UTC; Groemping

Imports: sfsmisc, BsMD, utils, scatterplot3d, igraph(>= 0.7)

Imports: sfsmisc(>= 1.0-26), utils, scatterplot3d, igraph(>= 0.7),

Title: Complete catalogues of resolution IV 128 run 2-level fractional
Description: This package provides the complete catalogues of
resolution IV regular fractional factorial designs in 128 runs