Salmon in the North Pacific Ocean are widely distributed and migrate from the open sea to the coast in a broad area. When they have been captured by the drift gill-net, it has been bserved that they are gathered densely here and there in the net. But, the characteristics of their spatial distribution have not been clarified yet in this area. Judging from these phenomena, it is considered that salmon must have the gathering instict and make social grouping in these areas. The authors applied the method in which the number of captured fish for the net was taken as the stochastic process for analysis of these phenomena and tried to clarify the spatial distribution of the salmon in the above mentioned area. The number of fish include the four species; that is, pink, chum, red and silver salmon. Put the captured number of fish in the net as variables X(i) against numerical order of the net T, these variables fluctuate for their mean value as an irregular phenomenon. The auto-correlation coefficients and power spectra for the variables are calculated with regard to the fluctuations in the stochastic process. According to these calculations, it was deduced that the existences of remarkable power in the spectra would mean the grouping of the salmon. Using the data of 1960 and 1963 from the Okhotsk Sea, 1961 and 1963 from the Pacific Ocean, the calculations were performed by the equations (1), (2), (3) and (4). According to the results of these calculations, the various periodic components in the power spectra indicate the characteristics spatial distribution of the school.
The ship ' s ro11ing 皿 otioll was studied by meal ユs of Chaotic dynamics , as the nonlinear dynamical systems . Using Grassberger − Procaccia correlation integral (7) , Fractal di皿 ension of ship rolling motion was calculated for the time series which was obtained from the model experiment of fishing vessel in wind waves , This method was appliecl to the mathenlatical model of rolling 皿 otion for the fishing vesse1 ,
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