Multiresolutions numerically from subdivisions

► We reprise our method for reversing subdivisions and creating multiresolutions. ► We improve upon our past results by no longer employing symbolic algebra. ► We clarify our use of connectivity diagrams in the case of tessellation subdivisions. ► We touch upon non-tensor-product connectivity, both regular and irregular. ► We offer an example in which one of our multiresolutions compares well with one based on wavelets.