On Schauder bases in Lipschitz-free spaces

The main result implies that the Lipschitz-free spaces F ( ℓ 1 ) and F ( R n ) have a Schauder basis. This improves (in a special case) on the previous work of Godefroy and Kalton who showed that F ( X ) has a bounded approximation property if and only if the Banach space X does.