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- W869024707 abstract "The famous conjecture in distribution of prime numbers remains unsolved whether there exists a constant inequality of π(x + y) ≤π(x) + π(y) for all integers such asx, y≥2. The present article argues that when x > 11, y ≤ 30, there always is a constant tenable inequality." @default.
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- W869024707 date "2003-01-01" @default.
- W869024707 modified "2023-09-23" @default.
- W869024707 title "Several Research Results of π( x + y ) ≤π ( x ) + π ( y )" @default.
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