Expanding the space of protein geometries by computational design of de novo fold families
Author(s) -
Xingjie Pan,
Michael C. Thompson,
Sunny Zhang,
Lin Liu,
James S. Fraser,
Mark J. S. Kelly,
Tanja Kortemme
Publication year - 2020
Publication title -
science
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 12.556
H-Index - 1186
eISSN - 1095-9203
pISSN - 0036-8075
DOI - 10.1126/science.abc0881
Subject(s) - loop (graph theory) , fold (higher order function) , topology (electrical circuits) , space (punctuation) , function (biology) , computer science , biological system , biology , mathematics , combinatorics , genetics , operating system , programming language
Exploring the design landscape Protein design typically selects a protein topology and then identifies the geometries (secondary-structure lengths and orientations) that give the most stable structures. A challenge for this approach is that functional sites in natural proteins often adopt nonideal geometries. Panet al. addressed this issue by exploring the diversity of geometries that can be sampled by a given topology. They developed a computational method called LUCS that systematically samples geometric variation in loop-helix-loop elements and applied it to two different topologies. This method generated families of well-folded proteins that include structures with non-native geometries. The ability to tune protein geometry may enable the custom design of new functions.Science , this issue p.1132
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