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- W2528354369 abstract "Let A be any subset of positive integers, and P the set of all positive primes. Two of our results are: (a) the number of positive integers which are less than x and can be represented as 2 k + p (resp. p − 2 k ) with k ∈ A and p ∈ P is more than 0.03A(log x/ log 2)π(x) for all sufficiently large x; (b) the number of positive integers which are less than x and can be represented as 2q + p with p, q ∈ P is (1 + o(1))π(log x/ log 2)π(x). Four related open problems and one conjecture are posed." @default.
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- W2528354369 date "2010-01-01" @default.
- W2528354369 modified "2023-09-27" @default.
- W2528354369 title "SCIENCE CHINA Mathematics" @default.
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