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Soliton statistics for critical temperature of superconductivity in organic quasi-one-dimensional crystals.

We calculate microscopic parameters in the Davydov model on the basis of the bisoliton idea. We also prove that the displacement {beta}({eta}) in Davydov theory satisfies the {phi}{sup 4} field form. Critical temperature is studied from two aspects: the statistics of lattice kinks and the exciton model considering thermal vibrations. The agreement between theoretical and experimental data for the critical temperature of organic superconductors supports Davydov's bisoliton theory.