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In order to determine what values of rotational and translational parameters will best allow a large fragment of a protein molecule to explain the diffraction from another protein, a correlation function between Fo and Fc must be defined. Various such correlation functions are discussed; the scalar product ΣFo2(h)Fc2(h) is recommended for establishing the rotation, but the residual is better for the translation. It is shown that the calculation of the latter is not computationally impracticable. A large fragment of the hen-egg-white lysozyme molecule was used as a model for human lysozyme; rotational and translational searches were successful, and the unrefined residual was 49%. Wilson's distribution functions are shown to apply to lysozyme surprisingly well. One consequence of this is that the results of Parthasarathy & Parthasarathi [Acta Cryst. (1972). A28, 426-432] may be used to derive a value of the average error in the coordinates.

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