On Some Problems of a Statistical Group Theory

@inproceedings{Erds1970OnSP,
  title={On Some Problems of a Statistical Group Theory},
  author={Paul Erdős and Paul Tur{\'a}n},
  year={1970}
}
These theorems can obviously be reformulated in terms of the orders of all cyclic subgroups of S,, . In this setting it is natural to raise the same question for the pairwise nonisomorphic cyclic subgroups of Sn . So we have two problems . I. What is the maximum number of the pairwise nonisomorphic cyclic subgroups of Sn ? II. Does there exist a „sharp almost all theorem" for their order too? These problems are in turn equivalent to the problems, how many d' erent values can O(P) assume and… CONTINUE READING

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Asymptotic formulae for the distribution of integers of various types

G . H . HARDY, S . RAMANVIAN
Proc. of Lond • 1941

RAMANIIJAN : " Asymptotic formulae in combinatory analysis "

S. G.H.HARDYAND
Proc . London Math . Soc .

TURÁN : " On some problems of a statistical group theory , II "

P. P.ERDŐSAND
Acta Math . Hung . T .

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