2022
DOI: 10.1101/2022.12.02.518908
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GDockScore: a graph-based protein-protein docking scoring function

Abstract: Protein complexes play vital roles in a variety of biological processes such as mediating biochemical reactions, the immune response, and cell signalling, with three-dimensional structure specifying function. Computational docking methods provide a means to determine the interface between two complexed polypeptide chains without using time-consuming experimental techniques. The docking process requires the optimal solution to be selected with a scoring function. Here we propose a novel graph-based deep learnin… Show more

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Cited by 1 publication
(7 citation statements)
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“…To test the models ability to classify near-native from incorrect antibody-antigen complexes we used a non-redundant set of antibody structures generated by docking with RosettaDock (Gray et al ., 2003) and relaxation with the Rosetta protocol as well (Tyka et al ., 2011). Local and global docking was performed as in GDockScore (McFee and Kim, 2023) to ensure we captured incorrect and near-native decoys in the set. Using a hold out, non-redundant test set we see that EuDockScore-Ab can differentiate near-native from incorrect docks in unseen data (Fig.…”
Section: Resultsmentioning
confidence: 99%
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“…To test the models ability to classify near-native from incorrect antibody-antigen complexes we used a non-redundant set of antibody structures generated by docking with RosettaDock (Gray et al ., 2003) and relaxation with the Rosetta protocol as well (Tyka et al ., 2011). Local and global docking was performed as in GDockScore (McFee and Kim, 2023) to ensure we captured incorrect and near-native decoys in the set. Using a hold out, non-redundant test set we see that EuDockScore-Ab can differentiate near-native from incorrect docks in unseen data (Fig.…”
Section: Resultsmentioning
confidence: 99%
“…Here we have presented several EuDockScore scoring functions that can be used to accurately score protein-protein docks as well as antibody-antigen complexes. We iterate upon our previous work (McFee and Kim, 2023) by using modern, increasingly expressive Euclidean graph networks that can operate on raw coordinates (Liao and Smidt, 2023; Liao et al ., 2023) and supplemented the inputs with NLP embeddings from a BERT-style model (Geffen et al ., 2022).…”
Section: Discussionmentioning
confidence: 99%
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