Optimal Decomposition of Belief Networks
arXiv:1304.1111
Abstract
In this paper, optimum decomposition of belief networks is discussed. Some methods of decomposition are examined and a new method - the method of Minimum Total Number of States (MTNS) - is proposed. The problem of optimum belief network decomposition under our framework, as under all the other frameworks, is shown to be NP-hard. According to the computational complexity analysis, an algorithm of belief network decomposition is proposed in (Wee, 1990a) based on simulated annealing.
Appears in Proceedings of the Sixth Conference on Uncertainty in Artificial Intelligence (UAI1990)
Cited by in corpus (6)
- Efficient Approximation for Triangulation of Minimum Treewidth
- Non-Minimal Triangulations for Mixed Stochastic/Deterministic Graphical Models
- Proving the NP-completeness of optimal moral graph triangulation
- Finding Optimal Triangulations Parameterized by Edge Clique Cover
- From Relational Databases to Belief Networks
- A computational scheme for Reasoning in Dynamic Probabilistic Networks