Abstract
In this note it is proved that the range of uniformly antisymmetric function must have at least four elements. This generalizes the results from [3] and [2] that the range of such function must have at least three elements. The problem whether the range of uniformly antisymmetric function can be finite remains open.
Citation
Krzysztof Ciesielski. "ON RANGE OF UNIFORMLY ANTISYMMETRIC FUNCTIONS." Real Anal. Exchange 19 (2) 616 - 619, 1993/1994. https://doi.org/10.2307/44152415
Information