Measures for the assessment of fuzzy predictions of protein secondary structure

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초록

Many of the recent secondary structure prediction methods incorporate the idea of fuzzy set theory, where instead of assigning a definite secondary structure to a query residue, probability for the residue being in each of the conformational states is estimated. Moreover, continuous assignment of conformational. states to the experimentally observed protein structures can be performed in order to reflect inherent flexibility. Although various measures have been developed for evaluating performances of secondary structure prediction methods, they depend only on the most probable secondary structures. They do not assess the accuracy of the probabilities produced by fuzzy prediction methods, and they cannot incorporate information contained in continuous assignments of conformational. states to observed structures. Three important measures for evaluating performance of a secondary structure prediction algorithm, Q score, Segment OVerlap, (SOV) measure, and the k-state correlation coefficient (Corr), are deformed into fuzzy measures F score, Fuzzy OVerlap (FOV) measure, and the fuzzy correlation coefficient (Forr), so that the new measures not only assess probabilistic outputs of fuzzy prediction methods, but also incorporate information from continuous assignments of secondary structure. As an example of application, prediction results of four fuzzy secondary structure prediction methods, PSIPRED, PROFking, SABLE, and PREDICT, are assessed using the new fuzzy measures.

키워드

secondary structure prediction; assessment; evaluation; NEURAL NETWORKS; SOLVENT ACCESSIBILITY; TERTIARY STRUCTURE; ALGORITHM; SEQUENCE; SERVER; SPACE
제목
Measures for the assessment of fuzzy predictions of protein secondary structure
저자
Lee, Julian
DOI
10.1002/prot.21164
발행일
2006-11-01
유형
Article
저널명
PROTEINS : Structure, Function, and Bioinformatics
권
65
호
2
페이지
453 ~ 462