In mathematics, Waraszkiewicz spirals are subsets of the plane introduced by Waraszkiewicz ( 1932). Waraszkiewicz spirals give an example of an uncountable family of pairwise incomparable continua, meaning that there is no continuous map from one onto another.
- Waraszkiewicz, Z. (1932), "Une famille indenombrable de continus plans dont aucun n'est l'image continue d'un autre.", Fundamenta Mathematicae (in French), 18: 118–137, ISSN 0016-2736
In mathematics, Waraszkiewicz spirals are subsets of the plane introduced by Waraszkiewicz ( 1932). Waraszkiewicz spirals give an example of an uncountable family of pairwise incomparable continua, meaning that there is no continuous map from one onto another.
- Waraszkiewicz, Z. (1932), "Une famille indenombrable de continus plans dont aucun n'est l'image continue d'un autre.", Fundamenta Mathematicae (in French), 18: 118–137, ISSN 0016-2736