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Z. Peter Chen
Assistant Professor
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Specialty: Statistics/Probability

Publications
1. Estimators related to U-processes with applications to multivariate medians:
asymptotic normality, (with M. A. Arcones and E. Gine), Ann. Statist. 22 (1994) 1460-1477.
2. Bounds for the breakdown point of the simplicial median, Journal of Multivariate
Analysis 55 (1995)1-13.
3. Robustness of the half space median , Journal of Statistical planning and inferences
46 (1995) 175-181.
4. An equivalent condition for continuous metric selection, J. Math. Anal. & Appl.
136 (1988) 298-303.
5. Continuous selection for set-valued mapping and fixed point theorems, ACTA
Mathematica Sinica, 31 (1988) 456-463.
6. A note on the best invariant estimator of a distribution function under the
Kolmogorov-Smirnov loss, (with Phadia, E.) Ann. Inst. Statist. Math. to appear.
7. Independence and determination of probabilities, (with Rubin, H. and Vitale, R)
Proceedings of AMS, to appear.
Internship/Research Support
- 1.Probability Intern at University of Wisconsin-Madison (6/24/96-8/14/1996)
co-sponsored by NSF and the University
- 2. CFR, Summer 1995 and 1996, ART 96-97 from WPC
Seminar Presentations
- 1. Columbia University
2. University of Wisconsin-Madison
3. Tufts University
4. University of Connecticut
Journal Referee
- Proceedings for AMS
- Journal of Multi-Variate Analysis
Professional Memberships
- AMS (American Mathematical Society)
- IMS
(Institute for Mathematical Statistics)
Statistics WWW Resources
- Guide to the Web for Statisticians
- has links to departments, societies, journals, and non-statistical resources of general
professional interest.
- Statistics - WWW Virtual
Library
- Statistics and Statistical
Graphics Resources - topic-based collection of available WWW resources.
- Vincent's Statistics
Page - Job opportunities, preprint services, datasets, software, statistical
societies, editors, journals, congresses, addresses of statisticians, and other links to
interesting servers.
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Community Service
- Judge at Northern New Jersey Science Fair. Morris County Community College
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