References

References

 [1]

A. Ceulemans and P.W. Fowler. Extension of Euler's theorem to symmetry properties of polyhedra. Nature, 353:52-54, 1991.

 [2]

P.W. Fowler. How unusual is C₆₀? Magic numbers for carbon clusters. Chemical Physics Letters, 131:444 - 450, 1986.

 [3]

P.W. Fowler and D.B. Redmond. Symmetry aspects of bonding in carbon clusters: the leapfrog transformation. Theor. Chim. Acta, 83:367-375, 1992.

 [4]

P.W. Fowler and D.B. Redmond. Symmetry aspects of leapfrog and truncated polyhedra. match, 33:101-119, 1996. ISSN 0340-6253.

 [5]

P.W. Fowler and J.I. Steer. The Leapfrog Principle: A Rule for Electron Counts of Carbon Clusters. Journal of the Chemical Society, Chemical Communications, pages 1403 - 1405, 1987.

 [6]

H. Fripertinger. The Cycle Index of the Symmetry Group of the Fullerene C₆₀. match, 33:121-138, 1996.

 [7]

A. Kerber. Algebraic Combinatorics via Finite Group Actions. B.I. Wissenschaftsverlag, Mannheim, Wien, Zürich, 1991. ISBN 3-411-14521-8.

 [8]

G. Pólya. Kombinatorische Anzahlbestimmungen für Gruppen, Graphen und chemische Verbindungen. Acta Mathematica, 68:145 - 254, 1937.

References