Right amenable left group sets and the Tarski-Følner theorem
نویسندگان
doi
10.22108/ijgt.2017.21243چکیده
We introduce right amenability, right FØlner nets, and right paradoxical decompositions for left homogeneous spaces and prove the Tarski-FØlner theorem for left homogeneous spaces with finite stabilisers. It states that right amenability, the existence of right FØlner nets, and the non-existence of right paradoxical decompositions are equivalent.