Source: wikibot/dissection-into-orthoschemes
= Dissection into orthoschemes
{wiki=Dissection_into_orthoschemes}
Dissection into orthoschemes is a concept in geometry, particularly in higher-dimensional spaces, that deals with the partitioning of a geometric object into pieces that can be individually described as orthoschemes. An orthoscheme is a generalization of a tetrahedron to higher dimensions where all faces meet at right angles (i.e., they are orthogonal).