1. Determining modular organization of protein interaction networks by maximizing modularity density
- Author
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Xue-Mei Ning, Xiang-Sun Zhang, Chris Ding, and Shihua Zhang
- Subjects
Structure (mathematical logic) ,Proteomics ,Modularity (networks) ,business.industry ,Applied Mathematics ,Systems biology ,Computational Biology ,Proteins ,Computational biology ,Biology ,Modular design ,Models, Biological ,Computer Science Applications ,Proceedings ,Structural Biology ,Modelling and Simulation ,Modeling and Simulation ,Protein Interaction Networks ,Protein Interaction Mapping ,Cellular network ,business ,Molecular Biology ,Biological network ,Algorithms - Abstract
Background With ever increasing amount of available data on biological networks, modeling and understanding the structure of these large networks is an important problem with profound biological implications. Cellular functions and biochemical events are coordinately carried out by groups of proteins interacting each other in biological modules. Identifying of such modules in protein interaction networks is very important for understanding the structure and function of these fundamental cellular networks. Therefore, developing an effective computational method to uncover biological modules should be highly challenging and indispensable. Results The purpose of this study is to introduce a new quantitative measure modularity density into the field of biomolecular networks and develop new algorithms for detecting functional modules in protein-protein interaction (PPI) networks. Specifically, we adopt the simulated annealing (SA) to maximize the modularity density and evaluate its efficiency on simulated networks. In order to address the computational complexity of SA procedure, we devise a spectral method for optimizing the index and apply it to a yeast PPI network. Conclusions Our analysis of detected modules by the present method suggests that most of these modules have well biological significance in context of protein complexes. Comparison with the MCL and the modularity based methods shows the efficiency of our method.
- Published
- 2010