On a Problem of ErdΓΆs in Additive Number
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Dieter Wolke
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Article
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1996
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Elsevier Science
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English
β 263 KB
In 1954 Lorentz and Erdo s showed that there are very thin sets of positive integers complementary to the set of primes. In particular, there is an A N with (ii) every n n 0 can be written as n=a+ p, a # A, p prime. Erdo s conjectured that the bound (i) could be sharpened to o(ln 2 x) or even O(ln