Amenable groups for which very topologically left invariant mean is right invariant
Amenable groups for which very topologically left invariant mean is right invariant
Let G be an amenable locally compact group.A. L. T. Paterson proved that every topologically left invariant mean on L°°(G) is (*) (topologically) right invariant if and only if G has relatively compact conjugacy classes, provided G is discrete or compactly generated.He also conjectured that (*) holds for all amenable …