New congruence families for fractional partition functions modulo arbitrarily high prime powers, obtained by lifting Chan-Wang's results through lacunary Dedekind eta powers and Hecke eigenforms.
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Congruences in fractional partition functions
New congruence families for fractional partition functions modulo arbitrarily high prime powers, obtained by lifting Chan-Wang's results through lacunary Dedekind eta powers and Hecke eigenforms.