THE STATISTICS SEMINAR
Spring 2012
The seminar meets Thursdays in room LN 2205 at 1:15pm to 2:40pm.
The seminar is listed as Math-605.
Organizer: Anton Schick
Email:
anton@math.binghamton.edu
Some of you may also be interested in the
Statistical Learning Seminar organized by Xingye Qiao.
Click here to get some directions
to Binghamton University and the Department of Mathematical Sciences.
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February 2
Organisational Meeting
No Talk
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February 9
Speaker: Yilin Zhu
Topic: A note on the proportional hazard s
model with discrete data.
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February 16
Speaker: Uschi Mueller-Harknett, Texas A&M
Topic: Inference for missing data using listwise deletion
Abstract
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February 23
Speaker: Nan Bi
Topic: Relationship between the Cox, Lehmann, Weibull and
Accelerated lifetime models
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March 1
Speaker: Jeff Nye
Topic: Tools for cooperative high throughput computing
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March 8
Speaker: Xiaosong Ai
Topic: The Lehmann Model With Time-dependent Covariates and Complete Data
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March 15
Speaker: Xiaosong Ai
Topic: The Lehmann Model With Time-dependent Covariates and Complete Data
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March 22
Speaker: Qinggang Diao
Topic: The Proportional Hazards Model
With Time-dependent Covariates and Complete Data
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March 29
Speaker: Qinggang Diao
Topic: The Proportional Hazards Model
With Time-dependent Covariates and Complete Data
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April 5
Spring Recess
No Talk
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April 12
Speaker: Yifan Xu
Topic: On First Crossing Times of Compound Poisson Processes with
Upper and Lower Increasing Piece-wise Linear Boundaries with Applications in Queueing and
Risk Modelling
Abstract
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April 19
Speaker: Xinqye Qiao
Topic: Flexible High-dimensional Discrimination
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April 26
Speaker: Jiahui Li
Topic: Nonparametric estimation with right-censored and masked competing risks data
This is Jiahui's defense.
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May 7 (This is a Monday and the time is 2:20 -4:00 pm)
Speaker: Dina Haner
Topic: On two-stage and three-stage sampling procedures for fixed width interval estimation of the common variance of correlated normnal random vectors
This is Dina's defense.
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May 10
Speaker: Can Zhang
Topic: Two stage and sequential procedures for Behrens-Fisher problem
and their exact evaluations
This is Can's defense.