Lattice Vibration and Random Walk Problems

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概要

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• Mathematical relations between the lattice vibration and the random walk problems are presented for the case of a system of one-dimensional harmonically coupled oscillators. Namely it is shown that the Laplace and Mellin transforms of the frequency spectrum of the lattice vibration can be expressed in terms of the transition probabilities of the random walk problems with the continuous and discrete time parameters respectively.

• 理論物理学刊行会の論文
• 1960-12-25

著者

• Teramoto Ei

  Physics Department Kyoto University

• TERAMOTO Ei

  Physics Department, Kyoto University

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• Lattice Vibration and Random Walk Problems

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