We analyse the issue of using prior information in frequentist statistical inference. For that purpose, we scrutinise different kinds of sampling designs in Jerzy Neyman’s theory to reveal a variety of ways to explicitly and objectively engage with prior information. Further, we turn to the debate on sampling paradigms (design-based vs. model-based approach) to argue that Neyman’s theory provides an argument for the conciliatory approach in the frequentism vs. Bayesianism debate. We also demonstrate that while Neyman’s theory, by allowing non-epistemic values to influence evidence collection and formulation of statistical conclusions, does not compromise the epistemic reliability of the procedures and may improve it. This undermines the val...
A majority of statistically educated scientists draw incorrect conclusions based on the most commonl...
A majority of statistically educated scientists draw incorrect conclusions based on the most commonl...
A key sticking point of Bayesian analysis is the choice of prior distribution, and there is a vast l...
This article reconceptualises sampling in social research. It is argued that three inter-related a p...
This thesis consists of an Introduction and two Topics. The Introduction deals with the underlying t...
I investigate the extent to which perspectival realism (PR) agrees with frequentist statistical meth...
I investigate the extent to which perspectival realism (PR) agrees with frequentist statistical meth...
A substantial school in the philosophy of science identifies Bayesian inference with inductive infer...
Scholars have recognized the benefits to science of Bayesian inference about the relative plausibili...
Medical research makes intensive use of statistics in order to support its claims. In this paper we ...
We marshall the arguments for preferring Bayesian hypothesis testing and confidence sets to frequent...
Finite population sampling is perhaps the only area of statistics where the primary mode of analysis...
I actually own a copy of Harold Jeffreys's Theory of Probability but have only read small bits of it...
I agree with Rob Kass’ point that we can and should make use of statistical methods developed under ...
Abstract: In recent years, there has been a crisis of confidence in many empirical fields including ...
A majority of statistically educated scientists draw incorrect conclusions based on the most commonl...
A majority of statistically educated scientists draw incorrect conclusions based on the most commonl...
A key sticking point of Bayesian analysis is the choice of prior distribution, and there is a vast l...
This article reconceptualises sampling in social research. It is argued that three inter-related a p...
This thesis consists of an Introduction and two Topics. The Introduction deals with the underlying t...
I investigate the extent to which perspectival realism (PR) agrees with frequentist statistical meth...
I investigate the extent to which perspectival realism (PR) agrees with frequentist statistical meth...
A substantial school in the philosophy of science identifies Bayesian inference with inductive infer...
Scholars have recognized the benefits to science of Bayesian inference about the relative plausibili...
Medical research makes intensive use of statistics in order to support its claims. In this paper we ...
We marshall the arguments for preferring Bayesian hypothesis testing and confidence sets to frequent...
Finite population sampling is perhaps the only area of statistics where the primary mode of analysis...
I actually own a copy of Harold Jeffreys's Theory of Probability but have only read small bits of it...
I agree with Rob Kass’ point that we can and should make use of statistical methods developed under ...
Abstract: In recent years, there has been a crisis of confidence in many empirical fields including ...
A majority of statistically educated scientists draw incorrect conclusions based on the most commonl...
A majority of statistically educated scientists draw incorrect conclusions based on the most commonl...
A key sticking point of Bayesian analysis is the choice of prior distribution, and there is a vast l...