Every Lipschitz mapping from c0(Gamma) into a Banach space Y can be uniformly approximated by Lipschitz mappings that are simultaneously uniformly Gateaux smooth and Cinfty Frechet smooth.
Every Lipschitz mapping from c0(Gamma) into a Banach space Y can be uniformly approximated by Lipschitz mappings that are simultaneously uniformly Gateaux smooth and Cinfty Frechet smooth. (en)