Stochastic Variational Methods in Generalized Hidden Semi-Markov Models to Characterize Functionality in Random Heteropolymers
Yun Zhou, Boying Gong, Tao Jiang, Ting Xu, Haiyan Huang

TL;DR
This paper introduces a stochastic variational approach within a generalized hidden semi-Markov model to analyze sequence features of random heteropolymers, aiding in understanding their functionality and predicting protein-like behavior.
Contribution
It develops a novel GHSMM-RHP model with stochastic variational inference methods for efficient analysis of heteropolymer sequences, advancing tools for biofunctional material research.
Findings
Real data aligns with laboratory experiments.
GHSMM-RHP predicts protein-like behavior.
Stochastic variational methods outperform traditional approaches.
Abstract
Recent years have seen substantial advances in the development of biofunctional materials using synthetic polymers. The growing problem of elusive sequence-functionality relations for most biomaterials has driven researchers to seek more effective tools and analysis methods. In this study, statistical models are used to study sequence features of the recently reported random heteropolymers (RHP), which transport protons across lipid bilayers selectively and rapidly like natural proton channels. We utilized the probabilistic graphical model framework and developed a generalized hidden semi-Markov model (GHSMM-RHP) to extract the function-determining sequence features, including the transmembrane segments within a chain and the sequence heterogeneity among different chains. We developed stochastic variational methods for efficient inference on parameter estimation and predictions, and…
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Taxonomy
TopicsRNA and protein synthesis mechanisms
