On heights of multiplicatively dependent algebraic numbers

  • C. L. S
  • Published 2008

Abstract

1. Introduction. Our objective in this note is to prove that if A is a set of non-zero algebraic numbers, any t of which are multiplicatively dependent, then, provided that the cardinality of A is large enough, two of the algebraic numbers will have a quotient of small height. As a consequence of our result we are able to give an upper bound for the number… (More)

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Cite this paper

@inproceedings{S2008OnHO, title={On heights of multiplicatively dependent algebraic numbers}, author={C. L. S}, year={2008} }