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Triple divisor type functions in arithmetic progressions to prime power moduli
We study the equidistribution in arithmetic progressions modulo powers of a fixed odd prime of Hecke eigenvalues of noncuspidal $\mathrm{GL}_3$ automorphic forms, with a focus on the convolution coefficients $λ_{1\boxplus f}(n)=(λ_f\star 1)(n)$,attached to a level $1$ holomorphic primitive cusp form
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