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This class contains functions defined on upright quarters. Some of these functions are also available as functions on a general simplex in the class taylorSimplex. The version here have been customized for upright quarters. Much more general functions can be built up by taking linear combinations of these, using the operator overloading on addition and scalar multiplication for taylorFunctions.
In these functions, the first edge is assumed to be the long edge.
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Thomas C. Hales
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const taylorFunction octavor,gamma,vor,vorVc,sol,dih,dih2,dih3;
upright quarters (x1 is the diagonal).
gamma is the compression.
vor is the analytic voronoi function.
sol is the solid angle.
dih,dih2,dih3 are the dihedral angles along the first three edges.
vorVc is the voronoi function truncated at 1.255.
swapVor is the inverted analytic voronoi function, so that
octavor is (vor+swapVor)/2.
swapVorVc is the inverted truncated voronoi function at 1.255
so that octavor0 is (vorVc+swapVorVc)/2.
static const taylorFunction octavor,gamma,vor,vorVc,sol,dih,dih2,dih3;
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