Abstract

BackgroundDetermining the secondary structure of RNA from the primary structure is a challenging computational problem. A number of algorithms have been developed to predict the secondary structure from the primary structure. It is agreed that there is still room for improvement in each of these approaches. In this work we build a predictive model for secondary RNA structure using a graph-theoretic tree representation of secondary RNA structure. We model the bonding of two RNA secondary structures to form a larger secondary structure with a graph operation we call merge. We consider all combinatorial possibilities using all possible tree inputs, both those that are RNA-like in structure and those that are not. The resulting data from each tree merge operation is represented by a vector. We use these vectors as input values for a neural network and train the network to recognize a tree as RNA-like or not, based on the merge data vector. The network estimates the probability of a tree being RNA-like.ResultsThe network correctly assigned a high probability of RNA-likeness to trees previously identified as RNA-like and a low probability of RNA-likeness to those classified as not RNA-like. We then used the neural network to predict the RNA-likeness of the unclassified trees.ConclusionsThere are a number of secondary RNA structure prediction algorithms available online. These programs are based on finding the secondary structure with the lowest total free energy. In this work, we create a predictive tool for secondary RNA structures using graph-theoretic values as input for a neural network. The use of a graph operation to theoretically describe the bonding of secondary RNA is novel and is an entirely different approach to the prediction of secondary RNA structures. Our method correctly predicted trees to be RNA-like or not RNA-like for all known cases. In addition, our results convey a measure of likelihood that a tree is RNA-like or not RNA-like. Given that the majority of secondary RNA folding algorithms return more than one possible outcome, our method provides a means of determining the best or most likely structures among all of the possible outcomes.

Highlights

  • Determining the secondary structure of RNA from the primary structure is a challenging computational problem

  • Using a tree representation of secondary RNA structure, we model the creation of a larger structure from the bonding of two smaller structures by considering all combinatorial possibilities

  • We model the bonding with a graph operation called merge

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Summary

Introduction

Determining the secondary structure of RNA from the primary structure is a challenging computational problem. It was once believed that the sole purpose of RNA is to carry the information needed to construct a specific protein This information is obtained from the protein’s gene and carried from the nucleus of the cell to the machinery outside the nucleus the study of RNA in the forefront of efforts to understand the complexities in Systems Biology. A number of algorithms have been developed to predict the secondary structure from the primary structure. Most of these algorithms use the thermodynamic parameters based on the principle that the most likely secondary structure is one having the minimal free energy. Some suggest the actual RNA secondary structure may have local instead of a global minimum free energy [2] and many algorithms try to simulate RNA folding processes by iteratively adding stems rather than pairings [3,4]

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