Are there known characterisations of sets which can be obtained as Hausdorff limits of Jordan curves in $S^2$?
Are there at least some limitations for such sets (other than being closed and connected)?
Are there known characterisations of sets which can be obtained as Hausdorff limits of Jordan curves in $S^2$?
Are there at least some limitations for such sets (other than being closed and connected)?
Copyright © 2021 JogjaFile Inc.