On the structure of subsets of an orderable group with some small doubling properties

A. Plagne; D. J. S. Robinson; G. A. Freiman; M. Herzog; M. Maj; P. Longobardi; Y.V. Stanchescu

arxiv: 1505.00419 · v1 · pith:HHOSXUTNnew · submitted 2015-05-03 · 🧮 math.GR · math.CO· math.NT

On the structure of subsets of an orderable group with some small doubling properties

G. A. Freiman , M. Herzog , P. Longobardi , M. Maj , A. Plagne , D. J. S. Robinson , Y.V. Stanchescu This is my paper

classification 🧮 math.GR math.COmath.NT

keywords grouporderablestructuresubsetscompletedescriptiondoublingnon-abelian

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The aim of this paper is to present a complete description of the structure of subsets S of an orderable group G satisfying |S^2| = 3|S|-2 and <S> is non-abelian.

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On the structure of subsets of an orderable group with some small doubling properties

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