Protein secondary structure prediction using three neural networks and a segmental semi Markov model |
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Authors: | Seyed Amir Malekpour Sima Naghizadeh Mehdi Sadeghi |
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Affiliation: | a School of Mathematics, Statistics and Computer Science, College of Science and Center of Excellence in Biomathematics, University of Tehran, Enghelab Square, Tehran, Iran b Bioinformatics Research Group, Institute for Studies in Theoretical Physics and Mathematics (IPM), Tehran, Iran c Faculty of Science, Tarbiat Modares University, Tehran, Iran d National Institute of Genetics Engineering and Biotechnology, Tehran-Karaj Highway, Tehran, Iran e Faculty of Mathematical Science, Shahid Beheshti University, Tehran, Iran |
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Abstract: | Prediction of protein secondary structure is an important step towards elucidating its three dimensional structure and its function. This is a challenging problem in bioinformatics. Segmental semi Markov models (SSMMs) are one of the best studied methods in this field. However, incorporating evolutionary information to these methods is somewhat difficult. On the other hand, the systems of multiple neural networks (NNs) are powerful tools for multi-class pattern classification which can easily be applied to take these sorts of information into account.To overcome the weakness of SSMMs in prediction, in this work we consider a SSMM as a decision function on outputs of three NNs that uses multiple sequence alignment profiles. We consider four types of observations for outputs of a neural network. Then profile table related to each sequence is reduced to a sequence of four observations. In order to predict secondary structure of each amino acid we need to consider a decision function. We use an SSMM on outputs of three neural networks. The proposed SSMM has discriminative power and weights over different dependency models for outputs of neural networks. The results show that the accuracy of our model in predictions, particularly for strands, is considerably increased. |
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Keywords: | Hidden Markov models (HMMs) Bayesian methods Multi-class pattern classification Conditional dependency models Dependency window Discrimination |
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