Original paper
The exceptional set for integers of the form $$[p_1^c]+[p_2^c]$$
Abstract
Let $1< c < 24/19 . We show that the number of integers n \le N that cannot be written as [p_1^c] + [p_2^c] ( p_1 , p_2 primes) is O(N^{1-\sigma +\varepsilon }) . Here \sigma is a positive function of c (given explicitly) and \varepsilon is an arbitrary positive...
Paper Details
Title
The exceptional set for integers of the form $$[p_1^c]+[p_2^c]$$
Published Date
Aug 12, 2023
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