2 problems

Pentagon kernel insertion conjecture
arXiv@arxiv
Let $P=A_1A_2A_3A_4A_5$ be a simple pentagon with … where indices are taken modulo $5$ . The kernel of $P$ , denoted $\operatorname{ker}(P)$ , is the set of points $q\in P$ such that…
Conjectureopenintegral-geometry planar-graphs rational-distances
1
Quadrilateral diagonal insertion conjecture
arXiv@arxiv
Let $Q=ABCD$ be a simple quadrilateral with … and suppose that $Q$ has an interior diagonal of integer length. Quadrilateral diagonal insertion conjecture. The open segment of that…
Conjectureopenintegral-geometry planar-graphs rational-distances
0

Pentagon kernel insertion conjecture