@article{oai:shotoku.repo.nii.ac.jp:00000024,
 author = {ISIHARA, MAKOTO},
 issue = {3/4},
 journal = {Review of economics and information studies, Review of economics and information studies},
 month = {Oct},
 note = {This paper analyzes bond delocalizabilities of even-membered linear chains noncomputationally. Bond delocalizabilities between different-color sites are essentially Ruedenberg bond orders, calculated easily for linear chains by inverting the adjacency matrix. As for bond delocalizabilities between identical-color sites, a reduction formula is prepared to express them in terms of superdelocalizabilities of linear chains and used together with an analytic expression of the superdelocalizabilities to provide a plain analytic expression to the bond delocalizabilities. Behaviors of bond delocalizabilities in linear chains are examined by using the analytic expression, the reduction formula, and asymptotic estimates of superdelocalizabilities in long linear chains. Basic features of the bond delocalizabilities are fully clarified in quite a simple way.},
 pages = {285--291},
 title = {BOND DELOCALIZABILITIES OF LINEAR CHAINS},
 volume = {1},
 year = {1999}
}