• DOI:10.1007/BF02020798
Corpus ID: 53339570

Comparative prime-number theory. VII

@article{Knapowski1962ComparativePT,
  title={Comparative prime-number theory. VII},
  author={S. Knapowski and P. Tur{\'a}n},
  journal={Acta Mathematica Academiae Scientiarum Hungarica},
  year={1962},
  volume={14},
  pages={241-250}
}

S. Knapowski, P. Turán

Published 1962

Mathematics

Acta Mathematica Academiae Scientiarum Hungarica

J We remind the reader tha t z~(x, k, l) denotes the n u m b e r o f pr imes no t exceeding x, which are _= l rood k , (l, k ) is always 1. As in the previous papers , cl . . . . always denote posit ive numer ica l explicitly calculable cons tants , fur ther e l ( x ) ~ e ~ and e v ( x ) = e~_ ~ ( e l ( x ) ) , logl x = log x and l o g ~ x = Iogv~(log x), p always prime. Special a t tent ion m u s t be given to the cons tan t s e5, c~ and c~; cs m u s t he sufficiently large, c 1 large in… CONTINUE READING

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