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• W2082247174 startingPage "273" @default.
• W2082247174 abstract "The Mori-Lee formalism for solving the Liouville (or Heisenberg) equation of motion for Hermitian systems demonstrates that the Laplace-transformed dynamical correlations in canonical ensembles can be written as (in)finite continued fractions. We show that a model-independent direct summation method allows accurate numerical evaluation of all known classes of these (in)finite continued fractions that arise in dynamics problems and thus provides a powerful technique to study the dynamics of many-body and few-body systems. Some studies on dynamical correlations in s=1/2 quantum spin chains are cited as applications of the method presented." @default.
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• W2082247174 date "1993-01-01" @default.
• W2082247174 modified "2023-09-23" @default.
• W2082247174 title "Dynamical correlations and the direct summation method of evaluating infinite continued fractions" @default.
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• W2082247174 doi "https://doi.org/10.1103/physreve.47.273" @default.
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