A likelihood ratio test on temporal trends in age-period-cohort models with applications to the disparities of heart disease mortality among US populations and comparison with Japan. [PDF]
Fu W, Ding J, Gao K, Ma S, Tian L.
europepmc +1 more source
Case Study of Binary Hypothesis Test Using ML
Artificial intelligence has attracted much attention due to its learning capability to solve versatile problems. Using a convolutional neural network in machine learning (ML), we investigated the binary hypothesis test, which is a fundamental problem in ...
Shang-Hua Chin, Cheng-Yu Chin
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Testing When a Parameter Is on the Boundary of the Maintained Hypothesis [PDF]
This paper considers testing problems where several of the standard regularity conditions fail to hold. We consider the case where (i) parameter vectors in the null hypothesis may lie on the boundary of the maintained hypothesis and (ii) there may be a ...
Donald W.K. Andrews
core
A likelihood ratio test for detecting shifts in homeolog expression ratios in allopolyploids. [PDF]
Sun J, Sese J, Shimizu KK.
europepmc +2 more sources
Estimation and Statistical Test in Bivariate Binary Probit Model
One of the models that can be used to analyze two binary response variables data is bivariate binary probit model. This paper tried to estimate the parameters of bivariate binary probit model using Maximum Likelihood Estimationmethod, whereastoget the ...
Vita Ratnasari +3 more
doaj
Segmentation Method for Ship-Radiated Noise Using the Generalized Likelihood Ratio Test on an Ordinal Pattern Distribution. [PDF]
He L, Shen XH, Zhang MH, Wang HY.
europepmc +1 more source
Reconceptualizing the p-value from a likelihood ratio test: a probabilistic pairwise comparison of models based on Kullback-Leibler discrepancy measures. [PDF]
Riedle B, Neath AA, Cavanaugh JE.
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Maximum Likelihood Estimation And Likelihood Ratio Test Revisited
{"references": ["[1]. Fisher, R. A. (1925, July). Theory of statistical estimation. In Mathematical Proceedings of the Cambridge Philosophical Society (Vol. 22, No. 05, pp. 700-725). Cambridge University Press.", "[2]. Myung, I. J. (2003). Tutorial on maximum likelihood estimation. Journal of mathematical Psychology, 47(1), 90-100.", "[3]. Self, S. G.,
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Application of empirical likelihood ratio test in AR(1) time series model for PM<sub>2.5</sub> forecasting in Guwahati city of Assam. [PDF]
Serrao V, Poojari S, B I, Rao KA.
europepmc +1 more source
Signed log-likelihood ratio test for the scale parameter of Poisson Inverse Weibull distribution with the development of PIW4LIFETIME web application. [PDF]
Yodnual S, Chumnaul J.
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