Solving equations of length seven over torsion-free groupsTools Bibi, Mairaj and Edjvet, Martin (2017) Solving equations of length seven over torsion-free groups. Journal of Group Theory, 21 (1). pp. 147-164. ISSN 1435-4446 Full text not available from this repository.
Official URL: https://www.degruyter.com/view/j/jgth.ahead-of-print/jgth-2017-0032/jgth-2017-0032.xml
AbstractPrishchepov [16] proved that all equations of length at most six over torsion-free groups are solvable. A different proof was given by Ivanov and Klyachko in [12]. This supports the conjecture stated by Levin [15] that any equation over a torsion-free group is solvable. Here it is shown that all equations of length seven over torsion-free groups are solvable.
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