Graphical models are a flexible framework for building statistical models on large collections of random variables. Edges of different types represent different types of interactions between neighboring random variables. directed edges: i→j bidirected edges: i ↔ j undirected edges: i − j Graph is used to express both conditional independence structures parametric representations of the model. For jointly normal random variables, graph structure relates variables to their neighbors via linear relationships with possibly correlated error terms
Undirected graphical models for categorical data represent a set of conditional independencies betw...
<p>We consider the problem of modeling conditional independence structures in heterogenous data in t...
A large part of the literature on the analysis of graphical models focuses on the study of the param...
We consider joint probability distributions generated recursively in terms of univariate conditional...
Graphical models provide a framework for describing statistical dependencies in (possibly large) col...
Graphical models are defined by: • a network structure, G = (V, E), either an undirected graph (Mark...
<p>A graphical model illustrates the dependencies between the variables of a model. The plates in th...
Traditional graphical models are extended by allowing that the presence or absence of a connection b...
Log-linear models are a classical tool for the analysis of contingency tables. In particular, the su...
Graphical models have recently regained interest in the statistical literature for describing associ...
The idea of graphical models is to use the language of graph theory to unify different classes of us...
<p>A graphical model that describes the generation process of an ensemble PPI network with weighted ...
The main topic of the doctoral thesis revolves around learning the structure of a graphical model fr...
Summary. We introduce new types of graphical Gaussian models by placing symmetry restrictions on the...
Probabilistic graphical models, such as Bayesian networks, allow representing conditional independen...
Undirected graphical models for categorical data represent a set of conditional independencies betw...
<p>We consider the problem of modeling conditional independence structures in heterogenous data in t...
A large part of the literature on the analysis of graphical models focuses on the study of the param...
We consider joint probability distributions generated recursively in terms of univariate conditional...
Graphical models provide a framework for describing statistical dependencies in (possibly large) col...
Graphical models are defined by: • a network structure, G = (V, E), either an undirected graph (Mark...
<p>A graphical model illustrates the dependencies between the variables of a model. The plates in th...
Traditional graphical models are extended by allowing that the presence or absence of a connection b...
Log-linear models are a classical tool for the analysis of contingency tables. In particular, the su...
Graphical models have recently regained interest in the statistical literature for describing associ...
The idea of graphical models is to use the language of graph theory to unify different classes of us...
<p>A graphical model that describes the generation process of an ensemble PPI network with weighted ...
The main topic of the doctoral thesis revolves around learning the structure of a graphical model fr...
Summary. We introduce new types of graphical Gaussian models by placing symmetry restrictions on the...
Probabilistic graphical models, such as Bayesian networks, allow representing conditional independen...
Undirected graphical models for categorical data represent a set of conditional independencies betw...
<p>We consider the problem of modeling conditional independence structures in heterogenous data in t...
A large part of the literature on the analysis of graphical models focuses on the study of the param...