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A new technique towards finding asymptotic normalization coefficients in thecomplex-ranged Gaussian basis is presented. It is shown that a diagonalisationprocedure for the total Hamiltonian matrix in the given basis results inapproximation for a radial part of the bound state wave function from theorigin up to the far asymptotic distances, which allows to extract ANCs ratheraccurately. The method is illustrated by calculations of single-particle ANCsfor nuclei bound states in cases of non-local nucleon-nucleus interactions, inparticular, phenomenological global potentials with the Perey-Buck'snon-locality.

Calculation of asymptotic normalization coefficients in the complex-ranged Gaussian basis