Betweenness isomorphism classes of circles with finitely many points inside
arXiv:2310.05708 · doi:10.1515/advgeom-2024-0027
Abstract
We give a necessary and sufficient condition for two circles, each with finitely many points added inside, to be betweenness isomorphic. We fully characterize the betweenness isomorphism classes in the family consisting of all circles with three collinear points inside.
20 pages