Mean first-passage and residence times of random walks on asymmetric disordered chains

@inproceedings{Pury2003MeanFA,
  title={Mean first-passage and residence times of random walks on asymmetric disordered chains},
  author={Pedro A. Pury and Manuel O. Caceres},
  year={2003}
}
An algebraic derivation is presented which yields the exact solution of the mean first-passage and mean residence times of a one-dimensional asymmetric random walk for quenched disorder. Two models of disorder are analytically treated. Both, absorbing-absorbing and reflecting-absorbing boundaries are considered. Particularly, the interplay between asymmetry and disorder is studied. 

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