Belief Propagation (BP) in Junction Trees (JT) is one of the most popular approaches to compute posteriors in Bayesian Networks (BN). Such approach has significant computational requirements that can be addressed by using highly parallel architectures (i.e., General Purpose Graphic Processing Units) to parallelise the message update phases of BP. In this paper, we propose a novel approach to parallelise BP with GPGPUs, which focuses on optimising the memory layout of the BN tables so to achieve better performance in terms of increased speedup, reduced data transfers between the host and the GPGPU, and scalability. Our empirical comparison with the state of the art approach on standard datasets confirms significant improvements in speedups (...
Probabilistic inference in belief networks is a promising technique for diagnosis, forecasting and d...
Probabilistic inference in Bayesian networks, and even reasoning within error bounds are known to be...
The efficiency of algorithms using secondary structures for probabilistic inference in Bayesian netw...
Compiling Bayesian networks (BNs) to junc-tion trees and performing belief propaga-tion over them is...
Compiling Bayesian networks (BNs) to junc-tion trees and performing belief propaga-tion over them is...
Belief propagation over junction trees is known to be computationally challenging in the general cas...
UnrestrictedProbabilistic graphical models such as Bayesian networks and junction trees are widely u...
The junction tree approach, with applications in artificial intelligence, computer vision, machine l...
Bayesian networks are popular probabilistic models that capture the conditional dependencies among a...
Many researches have been done for efficient computation of probabilistic queries posed to Bayesian ...
Bucket Elimination (BE) is a framework that encompasses several algorithms, including Belief Propaga...
Abstract—Computational inference of causal relationships un-derlying complex networks, such as gene-...
Though Belief Propagation (BP) algorithms generate high quality results for a wide range of Markov R...
Abstract In this paper we present a junction tree based inference architecture exploiting the struct...
Real world data is likely to contain an inherent structure. Those structures may be represented wit...
Probabilistic inference in belief networks is a promising technique for diagnosis, forecasting and d...
Probabilistic inference in Bayesian networks, and even reasoning within error bounds are known to be...
The efficiency of algorithms using secondary structures for probabilistic inference in Bayesian netw...
Compiling Bayesian networks (BNs) to junc-tion trees and performing belief propaga-tion over them is...
Compiling Bayesian networks (BNs) to junc-tion trees and performing belief propaga-tion over them is...
Belief propagation over junction trees is known to be computationally challenging in the general cas...
UnrestrictedProbabilistic graphical models such as Bayesian networks and junction trees are widely u...
The junction tree approach, with applications in artificial intelligence, computer vision, machine l...
Bayesian networks are popular probabilistic models that capture the conditional dependencies among a...
Many researches have been done for efficient computation of probabilistic queries posed to Bayesian ...
Bucket Elimination (BE) is a framework that encompasses several algorithms, including Belief Propaga...
Abstract—Computational inference of causal relationships un-derlying complex networks, such as gene-...
Though Belief Propagation (BP) algorithms generate high quality results for a wide range of Markov R...
Abstract In this paper we present a junction tree based inference architecture exploiting the struct...
Real world data is likely to contain an inherent structure. Those structures may be represented wit...
Probabilistic inference in belief networks is a promising technique for diagnosis, forecasting and d...
Probabilistic inference in Bayesian networks, and even reasoning within error bounds are known to be...
The efficiency of algorithms using secondary structures for probabilistic inference in Bayesian netw...