@article{ART001753909},
author={Sung Hee Choi and Suk-Hyung Hwang},
title={A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process},
journal={Journal of The Korea Society of Computer and Information},
issn={1598-849X},
year={2013},
volume={18},
number={3},
pages={91-96}
TY - JOUR
AU - Sung Hee Choi
AU - Suk-Hyung Hwang
TI - A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process
JO - Journal of The Korea Society of Computer and Information
PY - 2013
VL - 18
IS - 3
PB - The Korean Society Of Computer And Information
SP - 91
EP - 96
SN - 1598-849X
AB - Because the r-fold Wiener process is truly infinitely dimensional and a computer can only handle finitely dimensional subspaces, we study in this paper the basic properties of the m -dimensional approximation function of the r-fold Wiener process.
KW - Wiener process;average case error;Probability measure
DO -
UR -
ER -
Sung Hee Choi and Suk-Hyung Hwang. (2013). A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process. Journal of The Korea Society of Computer and Information, 18(3), 91-96.
Sung Hee Choi and Suk-Hyung Hwang. 2013, "A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process", Journal of The Korea Society of Computer and Information, vol.18, no.3 pp.91-96.
Sung Hee Choi, Suk-Hyung Hwang "A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process" Journal of The Korea Society of Computer and Information 18.3 pp.91-96 (2013) : 91.
Sung Hee Choi, Suk-Hyung Hwang. A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process. 2013; 18(3), 91-96.
Sung Hee Choi and Suk-Hyung Hwang. "A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process" Journal of The Korea Society of Computer and Information 18, no.3 (2013) : 91-96.
Sung Hee Choi; Suk-Hyung Hwang. A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process. Journal of The Korea Society of Computer and Information, 18(3), 91-96.
Sung Hee Choi; Suk-Hyung Hwang. A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process. Journal of The Korea Society of Computer and Information. 2013; 18(3) 91-96.
Sung Hee Choi, Suk-Hyung Hwang. A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process. 2013; 18(3), 91-96.
Sung Hee Choi and Suk-Hyung Hwang. "A study on the properties of the finite-dimensional approximation of an r-fold Wiener Process" Journal of The Korea Society of Computer and Information 18, no.3 (2013) : 91-96.
