Computing exact $D$-optimal designs by mixed integer second-order cone
programming

v1v2v3 (latest)

Computing exact $D$ -optimal designs by mixed integer second-order cone programming

18 July 2013

Radoslav Harman

ArXiv (abs)PDF HTML

Papers citing "Computing exact $D$-optimal designs by mixed integer second-order cone programming"

9 / 9 papers shown

Title
A reinforced learning approach to optimal design under model uncertainty Mingyao Ai Holger Dette Zhenghao Liu Jun Yu 40 0 0 28 Mar 2023
Multivariate Tie-breaker Designs Tim P. Morrison Art B. Owen 35 3 0 21 Feb 2022
Optimal Design of Multifactor Experiments via Grid Exploration Radoslav Harman Lenka Filová Samuel Rosa 62 4 0 08 Apr 2021
Best Principal Submatrix Selection for the Maximum Entropy Sampling Problem: Scalable Algorithms and Performance Guarantees Yongchun Li Weijun Xie 33 17 0 23 Jan 2020
Scalable Algorithms for the Sparse Ridge Regression Weijun Xie Xinwei Deng 56 11 0 11 Jun 2018
Ascent with Quadratic Assistance for the Construction of Exact Experimental Designs Lenka Filová Radoslav Harman 61 8 0 27 Jan 2018
A Randomized Exchange Algorithm for Computing Optimal Approximate Designs of Experiments Radoslav Harman Lenka Filová Peter Richtárik 64 52 0 17 Jan 2018
Approximate Optimal Designs for Multivariate Polynomial Regression Yohann De Castro Fabrice Gamboa Didier Henrion Roxana Hess J. Lasserre 49 31 0 09 Jun 2017
D-optimal design for multivariate polynomial regression via the Christoffel function and semidefinite relaxations Yohann De Castro Fabrice Gamboa Didier Henrion Roxana Hess J. Lasserre 29 2 0 06 Mar 2017