Pages that link to "Item:Q2374424"

The following pages link to Optimal design of experiments via linear programming (Q2374424):

Displaying 21 items.

• Two complexity results on \(c\)-optimality in experimental design (Q429521) (← links)
• Computing optimal designs of multiresponse experiments reduces to second-order cone program\-ming (Q629098) (← links)
• Optimal design of nonlinear experiments with parameter constraints (Q745364) (← links)
• Optimal weights for experimental designs on linearly independent support points (Q806867) (← links)
• Combinations of optimality criteria and optimum designs (Q916280) (← links)
• Computing \(c\)-optimal experimental designs using the simplex method of linear programming (Q961110) (← links)
• Computing efficient exact designs of experiments using integer quadratic programming (Q1621402) (← links)
• An algorithm based on semidefinite programming for finding minimax optimal designs (Q1662093) (← links)
• A relaxation procedure for calculating \((\Gamma\)-)minimax optimal designs (Q1773040) (← links)
• Solution of the problem of \(L\)-optimal experiment design with a skeleton algorithm (Q1956910) (← links)
• Construction of constrained experimental designs on finite spaces for a modified \(\mathrm{E}_k\)-optimality criterion (Q2023572) (← links)
• A convex approach to optimum design of experiments with correlated observations (Q2106776) (← links)
• Design of c-optimal experiments for high-dimensional linear models (Q2108501) (← links)
• A new monotonic algorithm for the \(E\)-optimal experiment design problem (Q2244437) (← links)
• Optimal exact designs of experiments via mixed integer nonlinear programming (Q2302472) (← links)
• On computational complexity of construction of \(c\)-optimal linear regression models over finite experimental domains (Q2913226) (← links)
• Una caracterizacion de diseños de experimentos optimos por subgradientes (Q3357389) (← links)
• Minimum Cost Experimental Design with a Prescribed Information Matrix (Q3468476) (← links)
• Computing the minimal efficiency of designs by a differentiable approximation of \(\Phi _{E_k}\)-optimal\-ity criteria (Q3520096) (← links)
• THE SIMPLE LINEAR CALIBRATION PROBLEM AS AN OPTIMAL EXPERIMENTAL DESIGN (Q4449053) (← links)
• <i>K</i>-Optimal Design via Semidefinite Programming and Entropy Optimization (Q5252232) (← links)