Abstract

Pairwise interactions in proteins can be detected and, in certain circumstances, their strength measured by applying the method of double-mutant cycles. Such cycles comprise wild type protein, two single mutants and the corresponding double mutant. The analysis of double-mutant cycles is most straightforward when the mutations are to alanine since interactions are mostly removed without new interactions being formed. Here, 'not-to-alanine' double-mutant cycles are analysed. It is shown that a 'not-to-alanine' double-mutant cycle can be decomposed into four double-mutant cycles with mutations only to alanine. The coupling energy corresponding to the 'not-to-alanine' double-mutant cycle is expressed as a function of the coupling energies of these four cycles.

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