Nontrivial Topological Quandles
arXiv:1811.00886
Abstract
We show that there are infinitely many nonisomorphic quandle structures on any topogical space of positive dimension. In particular, we disprove the conjecture, asserting that there are no nontrivial quandle structures on the closed unit interval .
arXiv admin note: text overlap with arXiv:1805.05908