SIMILARITIES AND DIFFERENCES BETWEEN NONHOMOLOGOUS PROTEINS WITH SIMILAR FOLDS - EVALUATION OF THREADING STRATEGIES

Citation
Bh. Zhang et al., SIMILARITIES AND DIFFERENCES BETWEEN NONHOMOLOGOUS PROTEINS WITH SIMILAR FOLDS - EVALUATION OF THREADING STRATEGIES, Folding & design, 2(5), 1997, pp. 307-317
Citations number
32
Categorie Soggetti
Biology,Biophysics
Journal title
ISSN journal
13590278
Volume
2
Issue
5
Year of publication
1997
Pages
307 - 317
Database
ISI
SICI code
1359-0278(1997)2:5<307:SADBNP>2.0.ZU;2-V
Abstract
Background: There are many pairs and groups of proteins with similar f olds and interaction patterns, but whose sequence similarity is below the threshold of easily recognizable sequence homology. The existence of multiple sequence solutions for a given fold has inspired fold pred iction methods in which structural information from one protein is use d to estimate the energy of another, putatively similar, structure. Re sults: A set of 68 pairs of proteins with similar folds and sequence i dentity in the 8-30% range is identified from the literature. For each pair, the energy of one protein, calculated using knowledge-based sta tistical potentials, is compared to the estimated energy, calculated w ith the same potentials but using the structural information (burial s tatus and interaction pattern) of another protein with the same fold. Different energy estimates, corresponding to approximations used in va rious fold recognition algorithms, are calculated and compared to each other, as well as to the correct energy. It is shown that the local e nergy terms, based on burial and secondary structure preferences, can be reliably estimated with an accuracy close to 70%. At the same time, the two-body nonlocal energy loses over 60% of its value due to the r epacking of the structure. Further approximations, such as the 'frozen approximation', can bring it to an essentially random value. Conclusi ons: Local energy terms could be used safely to improve fold recogniti on algorithms. To utilize pair interaction information, specially desi gned pair potentials and/or a self-consistent description of pair inte ractions is necessary.