Mappings preserving Cauchy nets

Year, pages: 2000, 63 - 73

If $(X,Scr U)$, $(Y,Scr V)$ are uniform spaces then a mapping $f:X o Y$ is said to be Cauchy nets preserving if the image under $f$ of each Cauchy net in $X$ is a Cauchy net in $Y$. Some properties of mappings preserving Cauchy sequences are investigated.

Borsík, J. 2000. Mappings preserving Cauchy nets. In Tatra Mountains Mathematical Publications, vol. 19, no.1, pp. 63-73. 1210-3195.

Borsík, J. (2000). Mappings preserving Cauchy nets. Tatra Mountains Mathematical Publications, 19(1), 63-73. 1210-3195.