Abstract:
We proved in [10] that each Platonic polyhedron $P$ can be folded into a flat multilayered face of $P$ by a continuous folding process of polyhedra. In this paper, we give explicit formulas of continuous functions for such a continuous flattening process in $\mathbb{R}^3$ for a regular tetrahedron.
The article is published in the author's wording.
Keywords:Continuous Flattening, Regular Tetrahedra, Polyhedra, Paper Folding.