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. 2010 Nov 10;5(11):e13714. doi: 10.1371/journal.pone.0013714

Figure 1. Illustration of the central idea presented in this article.

Figure 1

In this example, the goal is to sample conformations with a given distribution Inline graphic for the radius of gyration Inline graphic, and a plausible local structure. Inline graphic could, for example, be derived from known structures in the Protein Data Bank (PDB, left box). Inline graphic is a probability distribution over local structure Inline graphic, typically embodied in fragment library (right box). In order to combine Inline graphic and Inline graphic in a meaningful way (see text), the two distributions are multiplied and divided by Inline graphic (formula at the bottom); Inline graphic is the probability distribution over the radius of gyration for conformations sampled solely from the fragment library (that is, Inline graphic). The probability distribution Inline graphic will generate conformations with plausible local structures (due to Inline graphic), while their radii of gyration will be distributed according to Inline graphic, as desired. This simple idea lies at the theoretical heart of the PMF expressions used in protein structure prediction.