Amenable

Author

Affiliation

Kai Prince

The University of Manchester

Backlinks

• Group
• Følner sequence

Definition 1 For simplicity, we will use the alternative and equivalent definition that a locally compact group, \(\AmenableGroup\), is amenable (and second countable) if and only if it has a Følner sequence.

Outlinks

• Følner sequence
• Factor Maps
• Furstenberg’s Correspondence Principle
• A Short Proof of a Generalised Conjecture of Erdős for Amenable Groups
• Recurrence and Ergodic Theorems