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Discrepancy Bounds for a Class of Negatively Dependent Random Points Including Latin Hypercube Samples

Discrepancy Bounds for a Class of Negatively Dependent Random Points Including Latin Hypercube Samples

M. Gnewuch
Nils Hebbinghaus
ArXiv (abs)PDFHTML

Papers citing "Discrepancy Bounds for a Class of Negatively Dependent Random Points Including Latin Hypercube Samples"

4 / 4 papers shown
Title
Star discrepancy bounds based on Hilbert space filling curve stratified sampling and its applications
Star discrepancy bounds based on Hilbert space filling curve stratified sampling and its applications
Jun Xian
Xiaodan Xu
26
0
0
22 Jan 2023
Expected $L_2-$discrepancy bound for a class of new stratified sampling models
Expected L2−L_2-discrepancy bound for a class of new stratified sampling models
Jun Xian
Xiaodan Xu
51
0
0
19 Apr 2022
Star discrepancy for new stratified random sampling I: optimal expected star discrepancy
Jun Xian
Xiaodan Xu
Xinkai Zhou
43
0
0
02 Mar 2022
On the distribution of scrambled $(0,m,s)$-nets over unanchored boxes
On the distribution of scrambled (0,m,s)(0,m,s)-nets over unanchored boxes
C. Lemieux
J. Wiart
23
2
0
18 Dec 2020