16 citations · 16 across the 2 of their papers we have counts for
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math.MG2008
A Local Characterization of Combinatorial Multihedrality in Tilings
Nikolai Dolbilin, Egon Schulte
A locally finite face-to-face tiling of euclidean d-space by convex polytopes is called combinatorially multihedral if its combinatorial automorphism group has only finitely many o…
math.MG2005★ 16 cited
Regular and chiral polytopes in low dimensions
Peter McMullen, Egon Schulte
There are two main thrusts in the theory of regular and chiral polytopes: the abstract, purely combinatorial aspect, and the geometric one of realizations. This brief survey concen…
math.MG2005
Chiral polyhedra in ordinary space, II
Egon Schulte
A chiral polyhedron has a geometric symmetry group with two orbits on the flags, such that adjacent flags are in distinct orbits. Part I of the paper described the discrete chiral…