2020
DOI: 10.1016/j.cpc.2019.107101
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MGOS: A library for molecular geometry and its operating system

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Cited by 2 publications
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“…For example, although eukaryotic ribosomes are generally larger in size than bacterial ones, their exit tunnel is narrower with heterogeneous variations along it [ 14 , 98 ]. Various algorithms and computational methods adapted to molecular structures, based on tesselation [ 99 , 100 , 101 ] (illustrated in Figure 4 a), or spectral geometry [ 102 ], can be used to encode the structure into geometric objects [ 103 ], and in particular compare ribosome geometric features. For example, by estimating the relative position of residues to the surface, one can separate proteins according to their degree of exposition to the solvent (see Figure 4 b), which has been hypothesized as a key factor for differentiating proteins prone to ribosome repair [ 64 ] or with distinct electrostatic properties [ 104 ].…”
Section: Computational Challenges For Quantifying Heterogeneity Frmentioning
confidence: 99%
“…For example, although eukaryotic ribosomes are generally larger in size than bacterial ones, their exit tunnel is narrower with heterogeneous variations along it [ 14 , 98 ]. Various algorithms and computational methods adapted to molecular structures, based on tesselation [ 99 , 100 , 101 ] (illustrated in Figure 4 a), or spectral geometry [ 102 ], can be used to encode the structure into geometric objects [ 103 ], and in particular compare ribosome geometric features. For example, by estimating the relative position of residues to the surface, one can separate proteins according to their degree of exposition to the solvent (see Figure 4 b), which has been hypothesized as a key factor for differentiating proteins prone to ribosome repair [ 64 ] or with distinct electrostatic properties [ 104 ].…”
Section: Computational Challenges For Quantifying Heterogeneity Frmentioning
confidence: 99%