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http://dx.doi.org/10.13160/ricns.2010.3.1.049

Recent Development of Scoring Functions on Small Molecular Docking  

Chung, Hwan Won (Computational Science Center, Future Fusion Technology Division, Korea Institute of Science and Technology)
Cho, Seung Joo (Department of Cellular and Molecular Medicine & Center for Resitance Cells, College of Medicine, Chosun University)
Publication Information
Journal of Integrative Natural Science / v.3, no.1, 2010 , pp. 49-53 More about this Journal
Abstract
Molecular docking is a critical event which mostly forms Van der waals complex in molecular recognition. Since the majority of developed drugs are small molecules, docking them into proteins has been a prime concern in drug discovery community. Since the binding pose space is too vast to cover completely, many search algorithms such as genetic algorithm, Monte Carlo, simulated annealing, distance geometry have been developed. Proper evaluation of the quality of binding is an essential problem. Scoring functions derived from force fields handle the ligand binding prediction with the use of potential energies and sometimes in combination with solvation and entropy contributions. Knowledge-based scoring functions are based on atom pair potentials derived from structural databases. Forces and potentials are collected from known protein-ligand complexes to get a score for their binding affinities (e.g. PME). Empirical scoring functions are derived from training sets of protein-ligand complexes with determined affinity data. Because non of any single scoring function performs generally better than others, some other approaches have been tried. Although numerous scoring functions have been developed to locate the correct binding poses, it still remains a major hurdle to derive an accurate scoring function for general targets. Recently, consensus scoring functions and target specific scoring functions have been studied to overcome the current limitations.
Keywords
Small Molecule; Search Algorithm; Docking; Scoring; targeted scoring function;
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Times Cited By KSCI : 1  (Citation Analysis)
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