Collins / St. Paul / Blacksburg / Slough / New York / Boise / Stillwater / Rep. / Vienna / Durham / /
Company
NRC Research Press / McGraw-Hill / Kim Iles & Associates / Avery / /
Country
Austria / United States / Canada / United Kingdom / / /
Facility
Colorado State University / University of British Columbia / Agricultural Experiment Station / North Central Experiment Station / Northern Research Station / Virginia Polytechnic Institute / State University / Oklahoma State University / Yamagata University / /
IndustryTerm
walkthrough solution / statistical computing / car cette hauteur critique dépend en fait de / possible future applications / /
Organization
Foundation for Statistical Computing / USDA Forest Service / Purdue Univ. / Polytechnic Institute / Department of Natural Resource Ecology and Management / Colorado State University / Nuclear Regulatory Commission / Oklahoma State University / University of British Columbia / Yamagata University / /
Person
Timothy Gregoire / Mike Williams / Van Deusen / Harry Valentine / Nanaimo / Mark Ducey / Kim Iles / Thomas B. Lynch / /
Position
General / Corresponding author / V.P. / /
ProvinceOrState
Minnesota / Virginia / British Columbia / New York / Oklahoma / Idaho / Colorado / New Hampshire / /
The unbiasedness of a generalized mirage boundary correction method for Monte Carlo integration estimators of volume