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Название: Time-Dependent Correlation Functions for Random Walks on Bond Disordered Cubic Lattices
Автор: Ernst M.H.
For hopping models on cubic lattices with a fraction c of impurity bonds, time-dependent transport properties and correlation functions (long-time tails) are calculated through a systematic c-expansion (in the percolation literature referred to as "high-density expansion"), using a method developed in an earlier paper.