Arithmetical Properties of Permutations of Integers

@inproceedings{1983ArithmeticalPO,
  title={Arithmetical Properties of Permutations of Integers},
  author={},
  year={1983}
}
  • Published 1983
For the finite case let a1 , a 2 , . . ., an be a permutation of the integers 1, 2, . . ., n and for the infinite case let a 1 , a2 , . . ., ai , . . . be a permutation of all positive integers . Some problems and results concerning such permutations and related questions can be found in [2] (see in particular p. 94). In [3] the density of the sums ai+ai +1 is estimated from several points of view . In the present paper we shall investigate the least common multiple and the greatest common… CONTINUE READING

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On some of subsequent terms of permutations

R . Freud
Acta Math. Acad. Sci. Hungar . (Received September • 1981
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On the number of positive integers =x and free of prime factors zy

N. G. De Bruijn
Indag, Matt., • 1951
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