The paper introduces mixed networks, a new graphical model framework for expressing and reasoning with probabilistic and deterministic information. The motivation to develop mixed networks stems from the desire to fully exploit the deterministic information (constraints) that is often present in graphical models. Several concepts and algorithms specific to belief networks and constraint networks are combined, achieving computational efficiency, semantic coherence and user-interface convenience. We define the semantics and graphical representation of mixed networks, and discuss the two main types of algorithms for processing them: inference-based and search-based. A preliminary experimental evaluation shows the benefits of the new model
This comprehensive book describes Probabilistic Logic Networks (PLN), a novel conceptual, mathematic...
This paper explores algorithms for process-ing probabilistic and deterministic informa-tion when the...
Abstract. This paper investigates the power of first-order probabilistic logic (FOPL) as a represent...
The paper introduces mixed networks, a new framework for expressing and reasoning with probabilis-ti...
International audienceGraphical models in probability and statistics are a core concept in the area ...
Abstract-We describe a method for incrementally constructing belief networks, which are directed acy...
We describe how to combine probabilistic logic and Bayesian networks to obtain a new frame-work ("Ba...
Probabilistic Logic and Probabilistic Networks presents a groundbreaking framework within which vari...
This tutorial provides an overview of Bayesian belief networks. The sub-ject is introduced through a...
Probabilistic graphical models provide a natural framework for the representation of complex systems...
Probabilistic graphical models, e.g. Bayesian Networks, have been traditionally introduced to model ...
This tutorial provides an overview of Bayesian belief networks. The sub-ject is introduced through a...
This research addresses two intensive computational problems of reasoning under uncertainty in artif...
This section investigates graphical modeling as a powerful framework for drawing inferences under im...
Abstract. This paper investigates the power of first-order probabilistic logic (FOPL) as a represent...
This comprehensive book describes Probabilistic Logic Networks (PLN), a novel conceptual, mathematic...
This paper explores algorithms for process-ing probabilistic and deterministic informa-tion when the...
Abstract. This paper investigates the power of first-order probabilistic logic (FOPL) as a represent...
The paper introduces mixed networks, a new framework for expressing and reasoning with probabilis-ti...
International audienceGraphical models in probability and statistics are a core concept in the area ...
Abstract-We describe a method for incrementally constructing belief networks, which are directed acy...
We describe how to combine probabilistic logic and Bayesian networks to obtain a new frame-work ("Ba...
Probabilistic Logic and Probabilistic Networks presents a groundbreaking framework within which vari...
This tutorial provides an overview of Bayesian belief networks. The sub-ject is introduced through a...
Probabilistic graphical models provide a natural framework for the representation of complex systems...
Probabilistic graphical models, e.g. Bayesian Networks, have been traditionally introduced to model ...
This tutorial provides an overview of Bayesian belief networks. The sub-ject is introduced through a...
This research addresses two intensive computational problems of reasoning under uncertainty in artif...
This section investigates graphical modeling as a powerful framework for drawing inferences under im...
Abstract. This paper investigates the power of first-order probabilistic logic (FOPL) as a represent...
This comprehensive book describes Probabilistic Logic Networks (PLN), a novel conceptual, mathematic...
This paper explores algorithms for process-ing probabilistic and deterministic informa-tion when the...
Abstract. This paper investigates the power of first-order probabilistic logic (FOPL) as a represent...