Fractional factorial split-plot (FFSP) designs with minimum aberration have received much attention in industrial experiments. But they are not so easy to be constructed for the cases when there are many whole plot (or sub-plot) factors and only few sub-plot (or whole plot) factors. Weak minimum aberration is a weak version of minimum aberration. Based on the theory of complementary designs, this paper provides some theoretical results which are useful for constructing FFSP designs with weak minimum aberration for these cases. From these results, many such FFSP designs are constructed and tabulated, and it is further shown that quite a few of them are also minimum aberration designs
Fractional factorial designs are popular and widely used for industrial experiments. Generalized min...
AbstractThis article studies two-level nonregular factorial split-plot designs. The concepts of indi...
Fractional factorial designs have been successfully used in various scientific investigations for ma...
Minimum aberration is the most established criterion for selecting a regular fractional factorial de...
: Considering general prime or prime powered factorials, we give a finite projective geometric form...
It is very powerful for constructing nearly saturated factorial designs to characterize fractional f...
Abstract: Considering general prime or prime powered factorials, we give a finite projective geometr...
Regular two-level fractional factorial designs are often used in industrial ex-periments as screenin...
The issue of optimal blocking for fractional factorial split-plot (FFSP) designs is considered under...
In this thesis a certain aspect of fractionated two-level split-plot designs is associated with a su...
When it is impractical to perform the experimental runs of a fractional factorial design in a comple...
Deng and Tang proposed generalized resolution and minimum aberration criteria for comparing and asse...
When performing fractional factorial experiments in a completely random order is impractical, fracti...
Fractional factorial split-plot designs are widely used when it is impractical to perform fractional...
Deng and Tang proposed generalized resolution and minimum aberration criteria for comparing and asse...
Fractional factorial designs are popular and widely used for industrial experiments. Generalized min...
AbstractThis article studies two-level nonregular factorial split-plot designs. The concepts of indi...
Fractional factorial designs have been successfully used in various scientific investigations for ma...
Minimum aberration is the most established criterion for selecting a regular fractional factorial de...
: Considering general prime or prime powered factorials, we give a finite projective geometric form...
It is very powerful for constructing nearly saturated factorial designs to characterize fractional f...
Abstract: Considering general prime or prime powered factorials, we give a finite projective geometr...
Regular two-level fractional factorial designs are often used in industrial ex-periments as screenin...
The issue of optimal blocking for fractional factorial split-plot (FFSP) designs is considered under...
In this thesis a certain aspect of fractionated two-level split-plot designs is associated with a su...
When it is impractical to perform the experimental runs of a fractional factorial design in a comple...
Deng and Tang proposed generalized resolution and minimum aberration criteria for comparing and asse...
When performing fractional factorial experiments in a completely random order is impractical, fracti...
Fractional factorial split-plot designs are widely used when it is impractical to perform fractional...
Deng and Tang proposed generalized resolution and minimum aberration criteria for comparing and asse...
Fractional factorial designs are popular and widely used for industrial experiments. Generalized min...
AbstractThis article studies two-level nonregular factorial split-plot designs. The concepts of indi...
Fractional factorial designs have been successfully used in various scientific investigations for ma...