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A VARIANT OF THE BARBAN–DAVENPORT– HALBERSTAM THEOREM
Let L/K be a Galois extension of number fields. The problem of counting the number of prime ideals 𝔭 of K with fixed Frobenius class in Gal (L/K) and norm satisfying a congruence condition is considered. We show that the square of the error term arising from the Chebotarëv Density …