A multiplicative analogue of Schnirelmann's theorem

25 Feb 2016 Walker Aled

The classical theorem of Schnirelmann states that the primes are an additive basis for the integers. In this paper we consider the analogous multiplicative setting of the cyclic group $\left(\mathbb{Z}/ q\mathbb{Z}\right)^{\times}$, and prove a similar result... (read more)

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Categories


  • NUMBER THEORY
  • COMBINATORICS