Sarkozy's theorem in function fields

<p>Sárközy proved that dense sets of integers contain two elements differing by a kth power. The bounds in quantitative versions of this theorem are rather weak compared to what is expected. We prove a version of Sárközy’s theorem for polynomials over Fq with polynomial dependencies in the par...

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Tác giả chính: Green, B
Định dạng: Journal article
Được phát hành: Oxford University Press 2016