For A(s)=B(s)=ζ(s)^m with m≥4, the sharply truncated dual sum can be made as large as a positive power of N, disproving Friedlander–Iwaniec Conjecture 1 as stated.
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Counterexamples of Friedlander--Iwaniec dual sums conjecture
For A(s)=B(s)=ζ(s)^m with m≥4, the sharply truncated dual sum can be made as large as a positive power of N, disproving Friedlander–Iwaniec Conjecture 1 as stated.