On some generating set of Thompson's group F

Gili Golan

On some generating set of Thompson's group F

Gili Golan

Department of Mathematics

Research output: Working paper/Preprint › Preprint

Abstract

We prove that Thompson's group F has a generating set with two elements such that every two powers of them generate a finite index subgroup of F.

Original language	English
State	Published - 30 Oct 2022

Access to Document

https://arxiv.org/abs/2210.16876

Cite this

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title = "On some generating set of Thompson's group F",

abstract = "We prove that Thompson's group F has a generating set with two elements such that every two powers of them generate a finite index subgroup of F.",

author = "Gili Golan",

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N2 - We prove that Thompson's group F has a generating set with two elements such that every two powers of them generate a finite index subgroup of F.

AB - We prove that Thompson's group F has a generating set with two elements such that every two powers of them generate a finite index subgroup of F.

M3 - Preprint

BT - On some generating set of Thompson's group F

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On some generating set of Thompson's group F

Abstract

Access to Document

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Cite this