Abstract

Structural characterization of the protein native state is often the key to better understanding protein function. The conformations that comprise the native state reside in the lowest-energy basin of a funnel-like energy landscape. Discovering and populating this basin with native conformations in silico demands powerful search algorithms that can navigate high-dimensional conformational spaces. Even short protein chains have many degrees of freedom. Additionally, semi-empirical energy functions employed to guide the conformational search may introduce slight distortions to the true energy landscape, often leading to rough landscapes rich in local minima. A successful search algorithm must balance the competing goals of sampling a diverse representation of the landscape with the need to further populate promising energy minima. We present a novel algorithm which effectively balances the goals of exploration and exploitation through the use of projection layers. A geometric layer keeps track of the structural diversity in the explored conformational space, and an energetic layer determines the relevance of a computed conformation for the native state. The algorithm conducts a probabilistic search of a coarse-grained conformational space, maintaining a representative ensemble of computed conformations. A probabilistic weighting function over the projection layers determines where to guide the search in the conformational space by balancing coverage of conformational space with population of lower-energy levels. We have compiled an extensive list of structurally-diverse proteins on which we apply our algorithm. Our results show that the algorithm efficiently yields native-like coarse-grained conformations of diverse small-to-medium size proteins of alpha, beta, and alpha/beta folds. The conformational ensemble maintained by the algorithm provides a representative map of the conformational landscape of each protein. The lowest-energy conformations in this map capture the native state and reproduce well the known native structures upon further refinement with all-atom energy functions.

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