Inference of Mixed Graphical Models for Dichotomous Phenotypes using Markov Random Field Model
Jaehyun Park, Sungho Won

TL;DR
This paper introduces FMGM, a novel method for inferring network structures of dichotomous phenotypes using Markov random fields, demonstrating superior performance over previous methods in synthetic and real multi-omics data.
Contribution
The paper presents FMGM, a new approach combining penalized Markov random fields and proximal gradient optimization for network inference in dichotomous phenotypes.
Findings
FMGM outperforms previous methods in synthetic datasets with higher F1 scores.
FMGM more accurately identifies network differences and structures.
Application to infant data reveals disease-related metabolic correlations.
Abstract
In this article, we propose a new method named fused mixed graphical model (FMGM), which can infer network structures for dichotomous phenotypes. We assumed that the interplay of different omics markers is associated with disease status and proposed an FMGM-based method to detect the associated omics marker network difference. The statistical models of the networks were based on a pairwise Markov random field model, and penalty functions were added to minimize the effect of sparseness in the networks. The fast proximal gradient method (PGM) was used to optimize the target function. Method validity was measured using synthetic datasets that simulate power-law network structures, and it was found that FMGM showed superior performance, especially in terms of F1 scores, compared with the previous method inferring the networks sequentially (0.392 and 0.546). FMGM performed better not only in…
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Taxonomy
TopicsBioinformatics and Genomic Networks · Nutrition, Genetics, and Disease · Gene expression and cancer classification
