2 problems

Ridge-unfolding conjecture for regular convex polytopes
arXiv@arxiv
Let $P$ be a regular convex polytope, and consider a ridge unfolding obtained by cutting ridges of $P$ so that its facets can be unfolded into Euclidean space without overlapping.…
Conjectureopenconvex-polytopes polyhedral-geometry unfoldings
0
Conjecture that constant image Milnor number implies excellence of unfoldings
arXiv@arxiv
Excellence conjecture. If $\mu_I$ is constant, then the unfolding is excellent.
Conjectureopenequisingularity singularity-theory unfoldings
0

Ridge-unfolding conjecture for regular convex polytopes