Randomization (project page)
2022-04-22
A related page is Instrumental Variables and Mendelian randomization.
Related
Publications
Selective Randomization Inference for Adaptive Experiments
We apply ideas from post-selection inference to randomization tests for adaptive experiments.
Almost exact Mendelian randomization
By combining causal graphs and randomization inference, a formal justification for Mendelian randomization is given in the context of with-family studies.
What is a randomization test?
The meaning of randomization tests has become obscure in statistics education and practice over the last century. This article makes a …
Multiple conditional randomization tests for lagged and spillover treatment effects
We propose a general framework for (multiple) conditional randomization tests that incorporate several important ideas in the recent …
Talks
Almost exact Mendelian randomization
By combining causal graphs and randomization inference, a formal justification for Mendelian randomization is given in the context of with-family studies.
2023-04-20 10:00 AM — 10:20 AM
Oslo, Norway
Qingyuan Zhao. --
The randomization principle in causal inference: A modern look at some old ideas
Randomization is a fundamental principle in causal inference and was first proposed by R A Fisher about a century ago. Although …
2022-12-02 2:00 PM — 3:00 PM
Imperial College, London
Qingyuan Zhao. --
Multiple conditional randomization tests
2022-08-31 1:45 PM — 2:15 PM
Bremen, Germany
Qingyuan Zhao. --
Multiple conditional randomization tests
2022-06-27 5:10 PM — 5:30 PM
London
Qingyuan Zhao. --
Fisher, Statistics, and Randomization
One of Fisher’s most important scientific contributions is the paradigm of randomized experiments. I will try to trace the origin of …
2022-04-22 9:00 AM — 10:00 AM
Gonville & Caius College, Cambridge
Qingyuan Zhao. --
What is a randomization test?
2022-03-23 2:00 PM — 3:00 PM
University of Toronto
Qingyuan Zhao. --
Multiple conditional randomization tests
2021-09-29 9:30 PM — 10:30 PM
UC Berkeley Causal Inference Group
Qingyuan Zhao. --