Computational methods topological network analysis

There are, of course, innumerable other network structures that possess 3-dimensional geometries, one only has to look at the exhaustive works of O Keeffe et ak, to discern the scope of this field [22], In the present discussion, we move, in the next chapter, into the area of the topological analysis of some networks in 3-dimensions that exhibit rather odd Schlafli symbols (n, p). These networks, the oldest of which was identified only in 1951 (Waserite) [29, Chapter 1], and the others of which were identified only in 1988 (Kentuckia) [23], and 2005 (Moravia) [24], suggest from the computation of their respective Schlafli symbols (n, p), by the methods outlined in Eqs.(3a) and (3b), that such numbers represent not only topological parameters of these networks, but they coincidently and fortuitously can... 

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