<p>The (univariate) prior predictive density of two generative models (blue) and (green) are plotted as a function of data <i>y</i>, given an arbitrary design <i>u</i>. The dashed grey line shows the marginal predictive density that captures the probabilistic prediction of the whole comparison set . The area under the curve (red) measures the model selection error rate , which depends upon the discriminability between the two prior predictive density and . This is precisely what the Laplace-Chernoff risk is a measure of. Adapted from <a href="http://www.ploscompbiol.org/article/info:doi/10.1371/journal.pcbi.1003441#pcbi.1003441-Daunizeau4" target="_blank">[14]</a>.</p
Let Z1,..., Zn be i.i.d. vectors, each consisting of a response and a few explanatory variables. Sup...
Abstract. We present an approach to discretizing multivariate contin-uous data while learning the st...
Let Z1;:::; Zn be i.i.d. vectors, each consisting of a response and explanatory variables. Suppose w...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
In general, model selection is an important prelude to subsequent statistical inference in risk asse...
In this research we introduce an analyzing procedure using the Kullback-Leibler information criteria...
A model selection criterion based on Bayesian predictive densities is derived. Starting with an impr...
<p>We simulate 1,000 meta-analysis of 10 studies with varying sample sizes where only a subset of th...
<p><b>a,</b> Probability distribution of the 512 possible 3×3 1-bit pixel patterns (grey histogram)....
Statistically distinguishing density-dependent from density-independent populations and selecting th...
<p>The color of the line represents the proportion of total variance capture by the risk score, with...
We study model selection strategies based on penalized empirical loss minimization. We point out a...
Research that seeks to compare two predictive models requires a thorough statistical approach to dra...
<p>For visual comparison, the mean curves predicted by the selected models (red lines) for each code...
<p>Model explains data produced from experiments in the blue region better than model . The opposit...
Let Z1,..., Zn be i.i.d. vectors, each consisting of a response and a few explanatory variables. Sup...
Abstract. We present an approach to discretizing multivariate contin-uous data while learning the st...
Let Z1;:::; Zn be i.i.d. vectors, each consisting of a response and explanatory variables. Suppose w...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
In general, model selection is an important prelude to subsequent statistical inference in risk asse...
In this research we introduce an analyzing procedure using the Kullback-Leibler information criteria...
A model selection criterion based on Bayesian predictive densities is derived. Starting with an impr...
<p>We simulate 1,000 meta-analysis of 10 studies with varying sample sizes where only a subset of th...
<p><b>a,</b> Probability distribution of the 512 possible 3×3 1-bit pixel patterns (grey histogram)....
Statistically distinguishing density-dependent from density-independent populations and selecting th...
<p>The color of the line represents the proportion of total variance capture by the risk score, with...
We study model selection strategies based on penalized empirical loss minimization. We point out a...
Research that seeks to compare two predictive models requires a thorough statistical approach to dra...
<p>For visual comparison, the mean curves predicted by the selected models (red lines) for each code...
<p>Model explains data produced from experiments in the blue region better than model . The opposit...
Let Z1,..., Zn be i.i.d. vectors, each consisting of a response and a few explanatory variables. Sup...
Abstract. We present an approach to discretizing multivariate contin-uous data while learning the st...
Let Z1;:::; Zn be i.i.d. vectors, each consisting of a response and explanatory variables. Suppose w...