J Austral Math Soc Ser A 44 pp146--150, 1988.
(Received 3 September 1986; revised 23 February 1987)
Let f be a continuous function, and u be a continuous linear function, from a Banach space into an ordered Banach space, such that f - u satisfies a Lipschitz condition and u satisfies an inequality implicit-function condition. Then f also satisfies an inequality implicit-function condition. This extends some results of Flett, Craven and S. M. Robinson.
1980 AMS Subject Classification: 46A30, 26B10, 46A40, 49B27
Last Modified: Wed Feb 19 10:27:48 2003