@article{oai:niigata-u.repo.nii.ac.jp:00002560,
 author = {Goda, Masaki},
 journal = {Progress of Theoretical Physics Supplement},
 month = {},
 note = {Exact results are obtained on the localization of eigenstates in one-dimensional infinite disordered systems with diagonal and off-diagonal randomness. A Furstenberg-type theorem is established for the product of matrices associated with a multi-Markov-chain. As a result, Matsuda and Ishii's theory is generalized to examine the systems with both randomnesses. Harmonic chains, tightly binding electronic systems and Heisenberg-Mattis model are considered as typical examples.},
 pages = {232--246},
 title = {Localization of Eigenstates in One-Dimensional  Disordered Systems},
 volume = {72},
 year = {1982}
}