The data for n = 14


The potential
The picture and a description of the configuration
The Gram minimal eigenvalue projection
The Gram middle eigenvalue projection
The Gram largest eigenvalue projection
The Coulomb view
The points in Mathematica format

potential = 69.3063633


The minimum gram eigen vector projection shows the configuration has bandology (1,6,6,1). Compare with the configurations for n = 10 and n = 12.

[Graphics:n14pic.jpg]

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smallest eigenvalue Gram view

[Graphics:n14g1.jpg]

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second largest eigenvalue Gram view

[Graphics:n14g2.jpg]

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largest eigenvalue Gram view

[Graphics:n14g3.jpg]

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The Coulomb view

[Graphics:n14coul.jpg]

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The points

{{0,0,1.},{0.97827,0,-0.207337},{-0.642272,0.737901,-0.207337}, {-0.335998,-0.737901,-0.585327},{0.449685,-0.872967,-0.188975}, {-0.953708,-0.233944,-0.188975},{-0.382607,0.233944,-0.893802}, {-0.0916318,0.872967,0.479095},{0.718632,0.50402,0.479094}, {0.427658,-0.135004,-0.893802},{-0.78571,0.135004,0.603683}, {0.617683,-0.50402,0.603682},{-0.36895,-0.810271,0.455342}, {0.36895,0.810271,-0.455342}}

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Copyright by Neubauer, Schilling, Watkins and Zeitlin (1998).