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Lift of dilogarithm to partition identities | | Michael Terhoeven
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1 Dec 1992 | | Abstract: | For the whole set of dilogarithm identities found recently using the thermodynamic Bethe-Ansatz for the $ADET$ series of purely elastic scattering theories we give partition identities which involve characters of those conformal field theories which correspond to the UV-limits of the scattering theories. These partition identities in turn allow to derive the dilogarithm identities using modular invariance and a saddle point approximation. We conjecture on possible generalizations of this correspondance, namely, a lift from dilogarithm to partition identities. | | Source: | arXiv, hep-th/9211120 | | Services: | Forum | Review | PDF | Favorites | |
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