Abstract
Free-energy fluctuations in a one-dimensional dilute Ising system in the low dilution case are studied from the fluctuation-spectrum standpoint by discussing how the position-to-position fluctua tion of free energy arises as magnetic bonds are gradually replaced by non-magnetic ones. The fluctuatfon-\='trength monotonically increases as the ratio of dilution is increased. This is found to be described as the scaling laws of relevant functions characteristic of the fluctuation-spectrum analysis.
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