Statistics Department Seminar
The Statistics Seminars for Autumn Quarter will be held in Room 115 of McCullough Building at 4:30pm on Tuesdays. Refreshments are served at 4pm in the Lounge on the first floor of Sequoia Hall.
You can receive a weekly announcement of seminar offerings by subscribing to our mailing list at any time! Please follow the link for Statistics Seminars and fill in the fields required to subscribe, unsubscribe, change subscription options, and so on.
We provide a LaTeX template for speakers to use when submitting the abstract for a seminar (sample PDF output). Using this template makes it possible to post the abstract promptly and without unintended errors that might creep in if your text has to be migrated from another source.
Seminars are always open to the public! Questions about the series may be sent to seminars@stat.stanford.edu.
| Date/Time | Speaker | Affiliation | Title |
|---|---|---|---|
|
Tue 19 Nov
04:30PM |
Jonathan Taylor | Stanford Statistics | Inference after selection through a black box |
|
Tue 12 Nov
04:30PM |
Emmanuel Candes | Stanford Math and Statistics | Reliable predictions? Equitable treatment? Some recent progress in predictive inference |
|
Tue 05 Nov
04:30PM |
Audrey Fu | University of Idaho | Imputation and causal inference in genomics |
| Date/Time | Speaker | Affiliation | Title |
|---|---|---|---|
|
Tue 29 Oct
04:30PM SBJC
|
Peng Ding | UC Berkeley | Sensitivity analyses in observational studies for causal effects |
|
Tue 22 Oct
04:30PM |
Ankur Moitra | MIT | Robustness meets algorithms |
|
Tue 15 Oct
04:30PM |
Mark Huber | Claremont McKenna College | Robust estimators for Monte Carlo data |
|
Tue 08 Oct
04:30PM |
Andrea Montanari | Stanford EE and Statistics | Large neural networks: Insights from linearized models |
|
Tue 01 Oct
04:30PM |
David Donoho | Stanford Statistics | Optimal singular value thresholding in correlated noise |
| Date/Time | Speaker | Affiliation | Title |
|---|---|---|---|
|
Tue 24 Sep
04:30PM |
Takeru Matsuda | University of Tokyo | Singular value shrinkage prior: A matrix version of Stein's prior |
