summary:Several counterparts of Bayesian networks based on different paradigms have been proposed in evidence theory. Nevertheless, none of them is completely satisfactory. In this paper we will present a new one, based on a recently introduced concept of conditional independence. We define a conditioning rule for variables, and the relationship between conditional independence and irrelevance is studied with the aim of constructing a Bayesian-network-like model. Then, through a simple example, we will show a problem appearing in this model caused by the use of a conditioning rule. We will also show that this problem can be avoided if undirected or compositional models are used instead
The implication problem is to test whether a given set of independencies logically implies another i...
A constructive definition of intercausal independence is given. It is well known that conditional in...
In probability theory, compositional models are as powerful as Bayesian networks. However, the relat...
summary:Several counterparts of Bayesian networks based on different paradigms have been proposed in...
In evidence theory several counterparts of Bayesian networks based on different paradigms have been ...
AbstractThe goal of the paper is twofold. The first is to show that some of the ideas for representa...
Three kinds of independence are of interest in the context of Bayesian networks, namely conditional ...
It is well known that conditional independence can be used to factorize a joint probability into a m...
. Previous algorithms for the recovery of Bayesian belief network structures from data have been eit...
Three kinds of independence are of interest in the context of Bayesian networks, namely conditional ...
Three kinds of independence are of interest in the context of Bayesian networks, namely conditional ...
A new method is proposed for exploiting causal independencies in exact Bayesian network inference. A...
Whereas acausal Bayesian networks represent probabilistic independence, causal Bayesian networks rep...
Independence of Conditionals (IC) has recently been proposed as a basic rule for causal structure le...
Recently there has been some evidence that the numbers in probabilistic inference don't really ...
The implication problem is to test whether a given set of independencies logically implies another i...
A constructive definition of intercausal independence is given. It is well known that conditional in...
In probability theory, compositional models are as powerful as Bayesian networks. However, the relat...
summary:Several counterparts of Bayesian networks based on different paradigms have been proposed in...
In evidence theory several counterparts of Bayesian networks based on different paradigms have been ...
AbstractThe goal of the paper is twofold. The first is to show that some of the ideas for representa...
Three kinds of independence are of interest in the context of Bayesian networks, namely conditional ...
It is well known that conditional independence can be used to factorize a joint probability into a m...
. Previous algorithms for the recovery of Bayesian belief network structures from data have been eit...
Three kinds of independence are of interest in the context of Bayesian networks, namely conditional ...
Three kinds of independence are of interest in the context of Bayesian networks, namely conditional ...
A new method is proposed for exploiting causal independencies in exact Bayesian network inference. A...
Whereas acausal Bayesian networks represent probabilistic independence, causal Bayesian networks rep...
Independence of Conditionals (IC) has recently been proposed as a basic rule for causal structure le...
Recently there has been some evidence that the numbers in probabilistic inference don't really ...
The implication problem is to test whether a given set of independencies logically implies another i...
A constructive definition of intercausal independence is given. It is well known that conditional in...
In probability theory, compositional models are as powerful as Bayesian networks. However, the relat...