In this chapter we discuss the advantages of the use of probabilistic graphical models for modelling molecular networks at different levels. We also provide an overview to the literature on inferring genetic networks by probabilistic graphical models. Different types of probabilistic graphical model – Bayesian networks, Gaussian networks – are introduced and methods for learning these models from data are presented. These models provide a concise language for describing joint probability distributions by means of local distributions. This fact and the possibility of reasoning inside the model, apart from their declarative nature, provide an advantage to inferring molecular networks and to transforming heterogeneous data sets into biological...
In the present contribution we provide a discussion of the paper on “Bayesian graphical models for m...
In the present contribution we provide a discussion of the paper on “Bayesian graphical models for m...
Graphical models are defined by: • a network structure, G = (V, E), either an undirected graph (Mark...
In this chapter we discuss the advantages of the use of probabilistic graphical models for modelling...
Gene regulatory networks are a visual representation of genes and their interactions. In this visual...
The aim of this chapter is twofold. In the first part we will provide a brief overview of the mathem...
Genetic algorithms are traditionally formulated as search procedures that make use of selection, cro...
In this work, we propose approaches for the inference of graphical models in the Bayesian framework....
Analyses of genetic data on groups of related individuals, or pedigrees, frequently require the calc...
Abstract. This paper introduces graphical models as a natural environment in which to formulate and ...
AbstractThis paper introduces two new probabilistic graphical models for reconstruction of genetic r...
Probabilistic graphical models (PGMs) offer a conceptual architecture where biological and mathemati...
This chapter introduces a probabilistic approach to modelling in physiology and medicine: the quanti...
This chapter introduces a probabilistic approach to modelling in physiology and medicine: the quanti...
Inferring regulatory networks from experimental data via probabilistic graphical models is a popular...
In the present contribution we provide a discussion of the paper on “Bayesian graphical models for m...
In the present contribution we provide a discussion of the paper on “Bayesian graphical models for m...
Graphical models are defined by: • a network structure, G = (V, E), either an undirected graph (Mark...
In this chapter we discuss the advantages of the use of probabilistic graphical models for modelling...
Gene regulatory networks are a visual representation of genes and their interactions. In this visual...
The aim of this chapter is twofold. In the first part we will provide a brief overview of the mathem...
Genetic algorithms are traditionally formulated as search procedures that make use of selection, cro...
In this work, we propose approaches for the inference of graphical models in the Bayesian framework....
Analyses of genetic data on groups of related individuals, or pedigrees, frequently require the calc...
Abstract. This paper introduces graphical models as a natural environment in which to formulate and ...
AbstractThis paper introduces two new probabilistic graphical models for reconstruction of genetic r...
Probabilistic graphical models (PGMs) offer a conceptual architecture where biological and mathemati...
This chapter introduces a probabilistic approach to modelling in physiology and medicine: the quanti...
This chapter introduces a probabilistic approach to modelling in physiology and medicine: the quanti...
Inferring regulatory networks from experimental data via probabilistic graphical models is a popular...
In the present contribution we provide a discussion of the paper on “Bayesian graphical models for m...
In the present contribution we provide a discussion of the paper on “Bayesian graphical models for m...
Graphical models are defined by: • a network structure, G = (V, E), either an undirected graph (Mark...