Properties and relationships of right-hand mirror-plane fragments and their eigenvectors: the concept of complementarity of molecular graphs Molecular orbital functional groups-Part 2

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Abstract
The correlations of properties and relationships of McClelland right-hand mirror-plane fragments (subgraphs) are presented. A complementary relationship is defined which has a strong analogy to the pairing relationship. Right-hand mirror-plane fragments are molecular orbital functional groups and molecular graphs having the same mirror-plane fragments (functional groups) have a greater degree of similarity. Collections of subspectral structures are tabulated.