id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_fq42mejtqneshpigekqblyg74e	Jan Sprenger	Testing a Precise Null Hypothesis: The Case of Lindley's Paradox	2013	13	.pdf	application/pdf	5779	826	72	Testing a Precise Null Hypothesis: The Case of Lindley's Paradox Testing a Precise Null Hypothesis: The Case of Lindley's Paradox Testing a point null hypothesis is a classical but controversial issue in statistical methodology. tests with large sample size and exposes a salient divergence between Bayesian and frequentist inference. It exposes a general divergence between Bayesians and frequentists in hypothesis tests with large In particular, I believe that José Bernardo's approach ðthe Bayesian Reference Criterion, or BRCÞ holds considerable promise as a decision model of hypothesis testing, both in terms of 2. Testing a Precise Null Hypothesis: Frequentist versus Bayesian Lindley's Paradox deals with tests of a precise null hypothesis Bayesian decision model for point null hypothesis testing that addresses than subjective Bayesianism, this approach represents the essential asymmetry in testing a point null hypothesis. Therefore, I have presented Bernardo's BRC as a full Bayesian model of testing point null hypotheses.	./cache/work_fq42mejtqneshpigekqblyg74e.pdf	./txt/work_fq42mejtqneshpigekqblyg74e.txt