论文标题
汉密尔顿的准典型产生网
Hamiltonian Quasigeodesics yield Nets
论文作者
论文摘要
本说明证明，每个具有哈密顿量的quasigeodesic的多面体都可以边缘无形，并表明这种多面体的类别是无限的。
This note establishes that every polyhedron that has a Hamiltonian quasigeodesic can be edge-unfolded to a net, and shows that the class of such polyhedra is infinite.
