activity
20122019
most citedA Comparison of Lauritzen-Spiegelhalter, Hugin, and Shenoy-Shafer Architectures for Computing Marginals of Probability Distributions

64 citations · 258 across the 19 of their papers we have counts for

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Showing 2012Show all

7 papers · 1 filter

cs.AI2012★ 14 cited

Statistical Decisions Using Likelihood Information Without Prior Probabilities

Phan H. Giang, Prakash P. Shenoy

This paper presents a decision-theoretic approach to statistical inference that satisfies the likelihood principle (LP) without using prior information. Unlike the Bayesian approac…

cs.AI2012★ 12 cited

Decision Making with Partially Consonant Belief Functions

Phan H. Giang, Prakash P. Shenoy

This paper studies decision making for Walley's partially consonant belief functions (pcb). In a pcb, the set of foci are partitioned. Within each partition, the foci are nested. T…

cs.AI2012★ 8 cited

A Linear Belief Function Approach to Portfolio Evaluation

Liping Liu, Catherine Shenoy, Prakash P. Shenoy

By elaborating on the notion of linear belief functions (Dempster 1990; Liu 1996), we propose an elementary approach to knowledge representation for expert systems using linear bel…

cs.AI2012

Hybrid Influence Diagrams Using Mixtures of Truncated Exponentials

Barry Cobb, Prakash P. Shenoy

Mixtures of truncated exponentials (MTE) potentials are an alternative to discretization for representing continuous chance variables in influence diagrams. Also, MTE potentials ca…

cs.AI2012★ 14 cited

Hybrid Bayesian Networks with Linear Deterministic Variables

Barry Cobb, Prakash P. Shenoy

When a hybrid Bayesian network has conditionally deterministic variables with continuous parents, the joint density function for the continuous variables does not exist. Conditiona…

cs.AI2012★ 9 cited

Inference in Hybrid Bayesian Networks Using Mixtures of Gaussians

Prakash P. Shenoy

The main goal of this paper is to describe a method for exact inference in general hybrid Bayesian networks (BNs) (with a mixture of discrete and continuous chance variables). Our…