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Woo-sung Jung ... Jiang A-sheng Barbie Hsu ... Ye Zhanqing Kelly Lin ... Xi Yu Shawn Yue ... Lei Bin Xueqi Wang ... Cao Feng Pace Wu ... Qing Jian
An algebraic construction of minimally-supported D-optimal designs for weighted polynomial regression Fu-Chuen Chang and Bo-Jung Jiang Department of Applied Mathematics, National Sun ...
Woo-sung Jung ... Jiang A-sheng Barbie Hsu ... Ye Zhanqing Kelly Lin ... Xi Yu Shawn Yue ... Lei Bin Xueqi Wang ... Cao Feng Pace Wu ... Qing Jian
... Thanks to Thanks to Thanks to The Organizers Tae Yong Jung Jiang Kejun Shigeru Kimura US DOE Office of Science EPRI Other sponsors of the GTSP
Abstract: In this paper we investigate -point -optimal designs for th degree polynomial regression with weight function on the interval . We propose an algebraic ...
Yoon, Hee Jung Jiang, Xiaozhu: KSA Jie, Yang Alrgabi, Abdulaziz Abdulla F. Kang, Lan: LIBYA Kang, Lu Abudesha, Kamal N. Li, Dong Abuhul, Suleiman
Fu-Chuen Chang and Bo-Jung Jiang. An algebraic construction of minimally-supported D-optimal designs for weighted polynomial regression. Statistica Sinica, 17(3):1005 ...
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