Power-saving bound on the exceptional set for the abc conjecture, obtained via density estimates on high-dimensional varieties using geometry of numbers and Fourier analysis.
de Bruijn, On the number of integers ⩽ x whose prime factors divide n
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Bounds on the exceptional set in the $abc$ conjecture
Power-saving bound on the exceptional set for the abc conjecture, obtained via density estimates on high-dimensional varieties using geometry of numbers and Fourier analysis.