I follow R. A. Fisher's The Design of Experiments (1935), using randomization statistical inference to test the null hypothesis of no treatment effects in a comprehensive sample of 53 experimental papers drawn from the journals of the American Economic Association. In the average paper, randomization tests of the significance of individual treatment effects find 13% to 22% fewer significant results than are found using authors’ methods. In joint tests of multiple treatment effects appearing together in tables, randomization tests yield 33% to 49% fewer statistically significant results than conventional tests. Bootstrap and jackknife methods support and confirm the randomization results
This dissertation explores methodological topics in the analysis of randomized experiments, with a f...
We show that two procedures for false discovery rate (FDR) control -- the Benjamini-Yekutieli proced...
How is statistical inference possible when n = ? How can we infer without a sample from a population...
I follow R. A. Fisher's The Design of Experiments (1935), using randomization statistical inference ...
I follow R. A. Fisher's The Design of Experiments (1935), using randomization statistical inference ...
Data created in a controlled laboratory setting are a relatively new phenomenon to economists. Tradi...
This manuscript includes three topics in causal inference, all of which are under the randomization ...
This is a contribution to the discussion of the interesting paper by Ding [Statist. Sci. 32 (2017) 3...
According to R.A. Fisher, randomization “relieves the experimenter from the anxiety of con-sidering ...
This chapter discusses several important topics related to randomization in field experiments. In th...
The Fisher randomization test (FRT) is appropriate for any test statistic, under a sharp null hypoth...
The following essay describes and compares Fisher's Randomization Test and Neyman's average treatmen...
The Fisher randomization test (FRT) is appropriate for any test statistic, under a sharp null hypoth...
The following essay describes and compares Fisher's Randomization Test and Neyman's average treatmen...
This dissertation explores methodological topics in the analysis of randomized experiments, with a f...
This dissertation explores methodological topics in the analysis of randomized experiments, with a f...
We show that two procedures for false discovery rate (FDR) control -- the Benjamini-Yekutieli proced...
How is statistical inference possible when n = ? How can we infer without a sample from a population...
I follow R. A. Fisher's The Design of Experiments (1935), using randomization statistical inference ...
I follow R. A. Fisher's The Design of Experiments (1935), using randomization statistical inference ...
Data created in a controlled laboratory setting are a relatively new phenomenon to economists. Tradi...
This manuscript includes three topics in causal inference, all of which are under the randomization ...
This is a contribution to the discussion of the interesting paper by Ding [Statist. Sci. 32 (2017) 3...
According to R.A. Fisher, randomization “relieves the experimenter from the anxiety of con-sidering ...
This chapter discusses several important topics related to randomization in field experiments. In th...
The Fisher randomization test (FRT) is appropriate for any test statistic, under a sharp null hypoth...
The following essay describes and compares Fisher's Randomization Test and Neyman's average treatmen...
The Fisher randomization test (FRT) is appropriate for any test statistic, under a sharp null hypoth...
The following essay describes and compares Fisher's Randomization Test and Neyman's average treatmen...
This dissertation explores methodological topics in the analysis of randomized experiments, with a f...
This dissertation explores methodological topics in the analysis of randomized experiments, with a f...
We show that two procedures for false discovery rate (FDR) control -- the Benjamini-Yekutieli proced...
How is statistical inference possible when n = ? How can we infer without a sample from a population...