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Characterisations of pseudo-amenability

Volume 262 / 2022

Aleksa Vujičić Studia Mathematica 262 (2022), 183-195 MSC: Primary 43A07; Secondary 43A15, 43A05. DOI: 10.4064/sm200704-20-1 Published online: 30 August 2021


We use a Følner type condition to define pseudo-amenable groups. We then prove new characterisations of pseudo-amenable groups that are functional versions of that condition. This allows us to show new results about these groups, which closely mimic well-known results about amenable groups. For instance, we show that pseudo-amenability is preserved under closed subgroups and homomorphisms.


  • Aleksa VujičićSchool of Mathematics and Statistics
    Victoria University of Wellington
    Wellington, New Zealand

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