2 citations · 3 across the 7 of their papers we have counts for
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math.MG2017★ 1 cited
Infinite series of compact hyperbolic manifolds, as possible crystal structures
Emil Molnár, Jenő Szirmai
Previous discoveries of the first author (1984-88) on so-called hyperbolic football manifolds and our recent works (2016-17) on locally extremal ball packing and covering hyperboli…
math.MG2017
The football {5, 6, 6} and its geometries: from a sport tool to fullerens and further
Emil Molnár, István Prok, Jenő Szirmai
This presentation starts with the regular polygons, of course, then with the Platonic and Archimedean solids. The latter ones are whose symmetry groups are transitive on the vertic…
math.MG2017★ 2 cited
On hyperbolic cobweb manifolds
Emil Molnár, Jenő Szirmai
A compact hyperbolic "cobweb" manifold (hyperbolic space form) of symbol will be constructed in Fig.1,4,5 as a representant of a presumably infinite series $Cw(2p,2p,2p…