AbstractExact n-point designs are given which are D-optimum for a simple multiresponse model, where the individual response variables can be represented by first-order and second-order models. The present results complement recent findings by Krafft and Schaefer, who obtained D-optimum n-point designs for several values of n. Furthermore, a conjecture on G-optimum n-point designs is given and the conjecture is proved for the simplest non-trivial case, that is, for n=4
This thesis is concerned with D-optimal designs primarly for binary response or weighted linear regr...
For the polynomial regression model in q variables, of degree (LESSTHEQ) n on the q-cube, D-optimal ...
© 2018 Royal Statistical Society Many chemical and biological experiments involve multiple treatment...
Exact n-point designs are given which are D-optimum for a simple multiresponse model, where the indi...
AbstractExact n-point designs are given which are D-optimum for a simple multiresponse model, where ...
AbstractConsidered is a linear regression model with a one-dimensional control variable and an m-dim...
In the general linear model we set conditions under which an exact $D$- optimal design for uncorrela...
The behaviour of D-optimal exact designs, constructed using a combinatorial algorithm, is examined u...
AbstractThe properties of D-optimal designs for multiresponse models are explored using the Equivale...
We use semidefinite programming (SDP) to find a variety of optimal designs for multi-response linear...
We use semidefinite programming (SDP) to find a variety of optimal designs for multi-response linear...
The determination of an optimal design for a given regression problem is an intricate optimization ...
<p>We use semidefinite programming (SDP) to find a variety of optimal designs for multi-response lin...
The behaviour of D-optimal exact designs, constructed using a combinatorial algorithm, is examined u...
The behaviour of D-optimal exact designs, constructed using a combinatorial algorithm, is examined u...
This thesis is concerned with D-optimal designs primarly for binary response or weighted linear regr...
For the polynomial regression model in q variables, of degree (LESSTHEQ) n on the q-cube, D-optimal ...
© 2018 Royal Statistical Society Many chemical and biological experiments involve multiple treatment...
Exact n-point designs are given which are D-optimum for a simple multiresponse model, where the indi...
AbstractExact n-point designs are given which are D-optimum for a simple multiresponse model, where ...
AbstractConsidered is a linear regression model with a one-dimensional control variable and an m-dim...
In the general linear model we set conditions under which an exact $D$- optimal design for uncorrela...
The behaviour of D-optimal exact designs, constructed using a combinatorial algorithm, is examined u...
AbstractThe properties of D-optimal designs for multiresponse models are explored using the Equivale...
We use semidefinite programming (SDP) to find a variety of optimal designs for multi-response linear...
We use semidefinite programming (SDP) to find a variety of optimal designs for multi-response linear...
The determination of an optimal design for a given regression problem is an intricate optimization ...
<p>We use semidefinite programming (SDP) to find a variety of optimal designs for multi-response lin...
The behaviour of D-optimal exact designs, constructed using a combinatorial algorithm, is examined u...
The behaviour of D-optimal exact designs, constructed using a combinatorial algorithm, is examined u...
This thesis is concerned with D-optimal designs primarly for binary response or weighted linear regr...
For the polynomial regression model in q variables, of degree (LESSTHEQ) n on the q-cube, D-optimal ...
© 2018 Royal Statistical Society Many chemical and biological experiments involve multiple treatment...