Strictly systolic angled complexes are defined and used to prove hyperbolicity for geometric group actions and for one-relator groups satisfying a weaker metric small cancellation hypothesis.
On relators and diagrams for groups with one defining relatio n
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Strictly systolic angled complexes and hyperbolicity of one-relator groups
Strictly systolic angled complexes are defined and used to prove hyperbolicity for geometric group actions and for one-relator groups satisfying a weaker metric small cancellation hypothesis.