A note on a class of homeomorphisms between Banach spaces
Volume 103 / 2005
Colloquium Mathematicum 103 (2005), 169-172
MSC: 46G05, 46T20, 15A69.
DOI: 10.4064/cm103-2-2
Abstract
This paper deals with homeomorphisms $F:X \to Y$, between Banach spaces $X$ and $Y$, which are of the form $$ F(x):=\widetilde{F}x^{(2n+1)} $$ where $\widetilde{F}: X^{2n+1}\to Y$ is a continuous $(2n+1)$-linear operator.
