Add to ORKGWe show that the unified method recently proposed by Feldman and Cousins to put confidence intervals on bounded parameters cannot avoid the possibility of getting null results. A modified bayesian approach is also proposed (although not advocated) which ensures no null results and proper coverage
In likelihood ratio tests involving inequality-constrained hypotheses, the Neyman-Pearson test base...
Frequentist (classical) and Bayesian approaches to the construction of confidence limits are compare...
Although it is known that Bayesian estimators may fail to converge or may con-verge towards the wron...
We propose using a Bayes procedure with uniform improper prior to determine the credible belts for t...
In current physics experiments, there are many cases when the value of a parameter is theoretically ...
We consider the power to reject false values of the parameter in Frequentist methods for the calcula...
A novel way of defining limits in classical statistics is proposed. This is anatural extension of th...
© 2018, Pleiades Publishing, Ltd. Several new methods of confidence and of asymptotically confidence...
We give a classical confidence belt construction which unifies the treatment of upper confidence lim...
Recent experiments in high energy physics have sparked interest in problems where a parameter is res...
We consider the power to reject false values of the parameter in Frequentist methods for the calcula...
In testing statistical hypotheses, quite generally, if we admit the result of Neyman-Pearson (apart ...
Roe and Woodroofe (RW) have suggested that certain conditional probabilities be incorporated into th...
In many practical applications in various areas, such as engineering, science and social science, it...
This article deals with the confidence interval estimation of [theta]1, when the parameters [theta]1...
In likelihood ratio tests involving inequality-constrained hypotheses, the Neyman-Pearson test base...
Frequentist (classical) and Bayesian approaches to the construction of confidence limits are compare...
Although it is known that Bayesian estimators may fail to converge or may con-verge towards the wron...
We propose using a Bayes procedure with uniform improper prior to determine the credible belts for t...
In current physics experiments, there are many cases when the value of a parameter is theoretically ...
We consider the power to reject false values of the parameter in Frequentist methods for the calcula...
A novel way of defining limits in classical statistics is proposed. This is anatural extension of th...
© 2018, Pleiades Publishing, Ltd. Several new methods of confidence and of asymptotically confidence...
We give a classical confidence belt construction which unifies the treatment of upper confidence lim...
Recent experiments in high energy physics have sparked interest in problems where a parameter is res...
We consider the power to reject false values of the parameter in Frequentist methods for the calcula...
In testing statistical hypotheses, quite generally, if we admit the result of Neyman-Pearson (apart ...
Roe and Woodroofe (RW) have suggested that certain conditional probabilities be incorporated into th...
In many practical applications in various areas, such as engineering, science and social science, it...
This article deals with the confidence interval estimation of [theta]1, when the parameters [theta]1...
In likelihood ratio tests involving inequality-constrained hypotheses, the Neyman-Pearson test base...
Frequentist (classical) and Bayesian approaches to the construction of confidence limits are compare...
Although it is known that Bayesian estimators may fail to converge or may con-verge towards the wron...