Classification of nonorientable 3-manifolds admitting decompositions into \(\leqq 26\) coloured tetrahedra
Utilizing a computer and a variety of structure theorems, the author is able to classify the manifolds of the title. She finds there are exactly 7 closed, connected, prime, non-orientable 3-manifolds with colored triangulation containing at most 26 tetrahedra.
scientific article; zbMATH DE number 1228755