Minimal non-face of the triangulations

Abstract

In this paper, we discuss about the minimal non-faces of the triangulations ${\Delta }^d$ by the path of the standard unit $d$-cube. Moreover, we will show that ${\Delta }^d$ is shellable and the result of the calculation for $h$-polynomial of ${\Delta }^d$.

This paper has been withdrawn by the author since Theorem 2.6 is known