TL;DR
This paper develops and compares two physically-inspired Gaussian process models based on reaction-diffusion equations to analyze post-transcriptional regulation in Drosophila, avoiding spatial discretization and leveraging kernel differentiation.
Contribution
It introduces a novel GP model that simplifies reaction-diffusion modeling by only differentiating kernels, enhancing analysis of gene regulation without spatial discretization.
Findings
Both models accurately predict gene expression patterns.
The novel model performs comparably to previous methods.
Models are effective with limited mRNA data.
Abstract
The regulatory process of Drosophila is thoroughly studied for understanding a great variety of biological principles. While pattern-forming gene networks are analysed in the transcription step, post-transcriptional events (e.g. translation, protein processing) play an important role in establishing protein expression patterns and levels. Since the post-transcriptional regulation of Drosophila depends on spatiotemporal interactions between mRNAs and gap proteins, proper physically-inspired stochastic models are required to study the link between both quantities. Previous research attempts have shown that using Gaussian processes (GPs) and differential equations lead to promising predictions when analysing regulatory networks. Here we aim at further investigating two types of physically-inspired GP models based on a reaction-diffusion equation where the main difference lies in where the…
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