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computer modeling in molecular biology.pdf

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16 Tim J.P Hubbard and Arthur M. Leskferences about and even a model of a b<strong>in</strong>d<strong>in</strong>g site, but it may not be possible to extendthe model to the entire structure. In general, match<strong>in</strong>g folds based on smallfragments must be done with care.Although the use of sequence templates has made weak structural relationshipsdetectable, the weakness of the method is that it tends to concentrate on smallregions of the sequence and does not test if two sequences are likely to have the samefold. Recently it was realised that traditional sequence alignment ignores a lot ofpotential extra <strong>in</strong>formation if the structure correspond<strong>in</strong>g to one of the sequencesis known [28, 291. Rather than align<strong>in</strong>g sequences us<strong>in</strong>g global residue exchangematrices as is done <strong>in</strong> normal sequence alignment, different exchange matrices areused for different residue positions depend<strong>in</strong>g on structural environment [30, 311. Inmany ways this is similar to sequence template methods except that the substitutionpattern used at each position <strong>in</strong> the sequence is derived from the expected substitutionpattern for the structural environment at that po<strong>in</strong>t (e. g. helix/sheet/coil;buried/exposed; polar/nonpolar neighbours, Figure 2-2) rather than the observedsubstitution pattern at a position <strong>in</strong> a multiple sequence alignment. An extension ofthis approach is to consider residue-residue <strong>in</strong>teractions <strong>in</strong> the known structure <strong>in</strong> theform of a potential for further constra<strong>in</strong>ts on an alignment [32-341.\ la,,Fractionpolar 4 O emi-pda % kenvironmentburied: 'uIPartly exposed;Figure 2-2. Bowie, Luethy and Eisenberg [30] characterise the environments of residues <strong>in</strong>prote<strong>in</strong>s <strong>in</strong> three categories: the degree of their exposure to solvent, the polarity of the atomswith which they are <strong>in</strong> contact (six classes are shown here. secondary structure: helix, sheetand other. This gives a total of 3 X 6 = 18 classes. The statistical preference of certa<strong>in</strong> am<strong>in</strong>oacids for certa<strong>in</strong> classes can be applied to methods for identify<strong>in</strong>g fold<strong>in</strong>g patterns and detectionof errors <strong>in</strong> structures.

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