Elena M. Buzaianu, Ph.D.
Affiliations: | 2006 | Syracuse University, Syracuse, NY, United States |
Area:
Mathematics, StatisticsGoogle:
"Elena Buzaianu"Parents
Sign in to add mentor| Pinyuen Chen | grad student | 2006 | Syracuse | |
| (Selection procedures for binomial populations.) | ||||
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Publications
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| Buzaianu EM. (2019) Selection among Bernoulli populations in comparison with a standard Sequential Analysis. 38: 184-198 |
| Buzaianu EM, Chen P. (2018) A Two-Stage Design for Comparative Clinical Trials: the Heteroscedastic Solution Sankhya. 80: 151-177 |
| Buzaianu EM, Chen P, Panchapakesan S. (2017) Selecting the normal population with the smallest variance: a restricted subset selection rule Communications in Statistics-Theory and Methods. 46: 7887-7901 |
| Buzaianu EM, Chen P. (2015) A Stein-Type Two-Sample Procedure for Comparing Normal Means Sequential Analysis. 34: 441-460 |
| Buzaianu EM, Chen P. (2014) Selection among bernoulli populations with uniformly distributed sample sizes American Journal of Mathematical and Management Sciences. 33: 176-193 |
| Buzaianu EM, Chen P, Wu TJ. (2011) Subset selection procedures to identify electromagnetic fields following lognormal distributions Iet Radar, Sonar and Navigation. 5: 458-465 |
| Buzaianu EM, Chen P. (2009) Authors' Responses Sequential Analysis. 28: 48-53 |
| Buzaianu EM, Chen P. (2009) A hybrid selection and testing procedure with curtailment for comparative clinical trials Sequential Analysis. 28: 2-20 |
| Buzaianu EM, Chen P. (2009) Partitioning bernoulli populations with respect to a control Communications in Statistics - Theory and Methods. 38: 2769-2783 |
| Buzaianu EM, Chen P. (2008) Curtailment procedure for selecting among Bernoulli populations Communications in Statistics - Theory and Methods. 37: 1085-1102 |