J. Bey, Simplicial grid refinement: on Freudenthal's algorithm and the optimal number of congruence classes, Numerische Mathematik, vol.85, issue.1, pp.1-29, 2000.
DOI : 10.1007/s002110050475

H. S. Coxeter, Regular Polytopes. Dover books on advanced mathematics, 1973.

F. Cuvelier, fc_hypermesh: a object-oriented Matlab toolbox to mesh any d-orthotopes (hyperrectangle in dimension d) and their m-faces with simplices or orthotopes

F. Cuvelier, fc_hypermesh: a object-oriented Octave package to mesh any d-orthotopes (hyperrectangle in dimension d) and their m-faces with simplices or orthotopes

F. Cuvelier, fc_hypermesh: a object-oriented Python package to mesh any d-orthotopes (hyperrectangle in dimension d) and their m-faces with simplices or orthotopes

F. Cuvelier, fc_vfemP 1 : a object-oriented Matlab toolbox to solve scalar and vector boundary value problems by P 1 -lagrange nite element method in any space dimension

F. Cuvelier, fc_vfemP 1 : a object-oriented Octave package to solve scalar and vector boundary value problems by P 1 -lagrange nite element method in any space dimension

F. Cuvelier, fc_vfemP 1 : a object-oriented Python package to solve scalar and vector boundary value problems by P 1 -lagrange nite element method in any space dimension

F. Cuvelier, C. Japhet, and G. Scarella, An ecient way to assemble nite element matrices in vector languages, BIT Numerical Mathematics, vol.56, issue.3, p.833864, 2015.

H. W. Kuhn, Some Combinatorial Lemmas in Topology, IBM Journal of Research and Development, vol.4, issue.5, p.518524, 1960.
DOI : 10.1147/rd.45.0518

K. Weiss, Diamond-Based Models for Scientic Visualization, 2011.