2016
DOI: 10.1038/srep24133
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A deformation energy-based model for predicting nucleosome dyads and occupancy

Abstract: Nucleosome plays an essential role in various cellular processes, such as DNA replication, recombination, and transcription. Hence, it is important to decode the mechanism of nucleosome positioning and identify nucleosome positions in the genome. In this paper, we present a model for predicting nucleosome positioning based on DNA deformation, in which both bending and shearing of the nucleosomal DNA are considered. The model successfully predicted the dyad positions of nucleosomes assembled in vitro and the in… Show more

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Cited by 15 publications
(34 citation statements)
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“…Particularly, bending energy performed very well in the dyad position prediction 46 . Although a number of energetics models were proposed to predict nucleosome-forming ability of DNA sequences 32 46 , to our best knowledge, none of them attempted to discuss the link between DNA deformation energy profile and chromatin remodeling. In this study, we characterized distinctly-organized chromatin structure in terms of DNA bending energy, and explored bending energy-related properties in nucleosome sliding.…”
Section: Introductionmentioning
confidence: 84%
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“…Particularly, bending energy performed very well in the dyad position prediction 46 . Although a number of energetics models were proposed to predict nucleosome-forming ability of DNA sequences 32 46 , to our best knowledge, none of them attempted to discuss the link between DNA deformation energy profile and chromatin remodeling. In this study, we characterized distinctly-organized chromatin structure in terms of DNA bending energy, and explored bending energy-related properties in nucleosome sliding.…”
Section: Introductionmentioning
confidence: 84%
“…A nucleosome consists of a histone octamer and a DNA segment of 147 bp that is sharply bent and tightly wrapped ~1.7 times around the histone octamer in a left-handed superhelix. Two 9-bp ends of nucleosomal DNA have little contribution to its curvature 24 , 46 and hence a 129-bp window is used in bending energy calculation. The bending energy is formulated as where ρ ( i ) and τ ( i ) are, respectively, the predicted roll and tilt angles at dinucleotide step i in a 129-bp DNA segment assumed to be subject to a constraint of curvature of 579°, which is the same as that for the central 129-bp part of the ideal superhelix that best fits the core DNA in the nucleosome core particle 24 ; ρ 0 ( i ) and τ 0 ( i ) are equilibrium values of roll and tilt respectively for the dinucleotide at step i ; k ρ ( i ) and k τ ( i ) are the dinucleotide-dependent force constants.…”
Section: Methodsmentioning
confidence: 99%
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