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1980-1985

[1]"ŽUˆíŒn‚ĖƒJƒIƒX", 1980, ”—‰ČŠw, vol.9, pp.21, ‘ŠāV—m“ņ

[2]"—ÍŠwŒn‚ĖƒJƒIƒX‚ƃtƒ‰ƒNƒ^ƒ‹", 1981, ”—‰ČŠw, vol.11, pp.30, ‘ŠāV—m“ņ "Topological aspects in chaos and in 2^ k-period doubling cascade", 1982, Prog. Theor. Phys., vol.67, no.3, pp.1982-5, Aizawa, Y., Uezu, T.

[3]"Global aspects of the dissipative dynamical system. I. Statistical identification and fractal properties of the Lorenz chaos", 1982, Prog. Theor. Phys., vol.68, no.1, pp.64-84, Aizawa, Y.

[4]"Global aspects of the forced Lorenz chaos", US-Japan Joint Institute for Fusion Theory Workshop on 'Nonequilibrium Statistical Physics Problems in Fusion Plasmas, Aizawa, Y., Uezu, T.

[5]"Some routes to chaos from limit cycle in the forced Lorenz system", 1982, Prog. Theor. Phys., vol.68, no.5, pp.1543-60, Uezu, T., Aizawa, Y.

[6]"Global aspects of dissipative dynamical systems. II. Periodic and chaotic responses in the forced Lorenz system", 1982, Prog. Theor. Phys., vol.68, no.6, pp.1864-79, Aizawa, Y., Uezu, T.

[7]"Topological character of a periodic solution in three-dimensionalordinary differential equation system", 1982, Prog. Theor. Phys., vol.68, no.6, pp.1907-16, Uezu, T., Aizawa, Y.

[8]"Generalization of Baker's transformation-chaos and stochastic processon a Smale's horse-shoe", 1983, Prog. Theor. Phys., vol.69, no.5,pp.1416-26, Aizawa, Y., Murakami, C.

[9]"Orbital stability in a piece-wise linear map of a circle onto itself", 1983. Prog. Theor. Phys., vol.70, no.4, pp.1002-13, Kohyama, T., Aizawa,Y.

[10]"Symbolic dynamics approach to intermittent chaos", 1983, Prog. Theor. Phys., vol.70, no.5, pp.1249-63, Aizawa, Y.

[11]"ƒtƒ‰ƒNƒ^ƒ‹", 1983, ”ŠwƒZƒ~ƒi[, vol.10, pp.36, ‘ŠāV—m“ņ

[12]"Asymptotically non-stationary chaos", 1984, Prog. Theor. Phys., vol.71,no.4, pp.847-50, Aizawa, Y.

[13]"Theory of the intermittent chaos: 1/f spectrum and the Pareto-Zipf law", 1984, Prog. Theor. Phys., vol.71, no.5, pp.917-29, Kohyama, T.,Aizawa, Y.

[14]"Symbolic dynamics approach to the two-dimensional chaos in area-preserving maps: a fractal geometrical model", 1984, Prog. Theor. Phys., vol.71, no.6, pp.1419-21, Aizawa, Y.

[15]"Kinetic theory of chaos-systems", 1984, Prog. Theor. Phys., vol.72,no.3, pp.662-5, Aizawa, Y.

[16]"On the f^-1 spectral chaos", 1984, Prog. Theor. Phys., vol.72, no.3,pp.659-61, Aizawa, Y.

[17]"Statistical mechanics of intermittent chaos: f^-1 spectral behaviors of the semi-markovian class", 1984, Prog. Theor. Phys. Suppl., no.79,pp.96-124, Aizawa, Y., Murakami, C., Kohyama, T.

[18]"f^-1 spectral behaviors in the area-preserving two-dimensional mappings.", 1984, Theory of Dynamical Systems and Its Applications to Nonlinear Probrems, ed.Kawakami(World Sci. Pub. Co.), pp.160, Aizawa, Y.

[19]"ƒ~ƒNƒEƒRƒXƒ‚ƒX‚Ö‚Ė’§íiƒqƒ…[ƒ}ƒ“ƒTƒCƒGƒ“ƒX‘æˆęŠŠj", 1984,’†ŽR‘“X, ‘ŠāV—m“ņi‹Ī’˜j

[20]"ƒZƒ‹ƒI[ƒgƒ}ƒgƒ“‚ĖŽü•Ó", 1985, ”—‰ČŠw, vol.9, pp.64, ‘ŠāV—m“ņ


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