- 一般社団法人 情報処理学会
- Journal of Information Processing (ISSN:18826652)
- vol.23, no.3, pp.246-251, 2015 (Released:2015-05-15)
A parallelohedron is a convex polyhedron which fills the space by translations only. There are five families of parallelohedra. A pentadron is a pentahedron whose copies compose at least one member of every family of parallelohedra. A pentadral complex is a convex polyhedron which is constructed by combining copies of pentadra in a face-to-face gluing manner. In this paper, reversibilities and tessellabilities of pentadral complices and their related topics are studied.