2009
DOI: 10.1186/1471-2105-10-407
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Protein-protein docking using region-based 3D Zernike descriptors

Abstract: BackgroundProtein-protein interactions are a pivotal component of many biological processes and mediate a variety of functions. Knowing the tertiary structure of a protein complex is therefore essential for understanding the interaction mechanism. However, experimental techniques to solve the structure of the complex are often found to be difficult. To this end, computational protein-protein docking approaches can provide a useful alternative to address this issue. Prediction of docking conformations relies on… Show more

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Cited by 181 publications
(189 citation statements)
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“…31. C, interaction between PME3 (gray) and PMEI7 (blue) was evaluated as described (55,56) using LZerD based on shape complementarity. Model number 8 from the 15 best models was selected based on the literature data and the number of contacting residues.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…31. C, interaction between PME3 (gray) and PMEI7 (blue) was evaluated as described (55,56) using LZerD based on shape complementarity. Model number 8 from the 15 best models was selected based on the literature data and the number of contacting residues.…”
Section: Discussionmentioning
confidence: 99%
“…Important putative amino acid residues were labeled according to the literature (29,(52)(53)(54). Interaction between PME3 and PMEI7 was evaluated by docking analysis using LZerD based on shape complementarity (55,56). Model number 8 from the 15 best models was selected based on the literature data and the number of contacting residues.…”
Section: Inhibition Test Of Pme Activity With Pmei7 By a Gel Diffusionmentioning
confidence: 99%
“…The extension of the 2D Zernike to its 3D counterpart was initially formulated by Canterakis [43] and later applied to shape retrieval by Novotni and Klein [44]. Their introduction into bioinformatics has, however, been quite recent with applications in protein shape comparison [26,45] and docking [46]. A difference of the 3DZD from the spherical harmonics is the addition of a radial term, which enables 3D shapes to be modeled more precisely than spherical harmonics.…”
Section: D Zernike Descriptorsmentioning
confidence: 99%
“…Venkatraman et al (Venkatraman et al, 2009) also use a global approach, based on 3D Zernike polynomials. The shape is represented by a mixture of Gaussians centred on the constituent carbon atoms.…”
Section: Angular Basis Spherical Harmonics and Orthogonal Polynomialsmentioning
confidence: 99%