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Original Articles

Self-oscillations and predictability in climate dynamics

Pages 1-10 | Received 13 Oct 1982, Accepted 02 Jul 1983, Published online: 15 Dec 2016

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Dmitri V. Alexandrov, Irina A. Bashkirtseva & Lev B. Ryashko. (2014) Stochastically driven transitions between climate attractors. Tellus A: Dynamic Meteorology and Oceanography 66:1.
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Articles from other publishers (8)

Jianbin He & Jianping Cai. (2019) Dynamic Analysis of Modified Duffing System via Intermittent External Force and Its Application. Applied Sciences 9:21, pages 4683.
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Catherine Nicolis & Gregoire Nicolis. (2019) On the stochastic parametrization of short‐scale processes. Quarterly Journal of the Royal Meteorological Society 145:718, pages 243-257.
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Catherine Nicolis. (2018) Climatic responses to systematic time variations of parameters: a dynamical approach. Nonlinear Processes in Geophysics 25:3, pages 649-658.
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L. M. IVANOV & R. T. TOKMAKIAN. (2012) SENSITIVITY ANALYSIS OF NONLINEAR MODELS TO PARAMETER PERTURBATIONS FOR SMALL SIZE ENSEMBLES OF MODEL OUTPUTS. International Journal of Bifurcation and Chaos 21:12, pages 3589-3609.
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Peter Imkeller. 2001. Stochastic Climate Models. Stochastic Climate Models 213 240 .
Bernie D. Shizgal & Heli Chen. (1997) The quadrature discretization method in the solution of the Fokker–Planck equation with nonclassical basis functions. The Journal of Chemical Physics 107:19, pages 8051-8063.
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J. Brindley, T. Kapitaniak & A. Barcilon. (1992) Chaos and noisy periodicity in forced ocean-atmosphere models. Physics Letters A 167:2, pages 179-184.
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C. Nicolis. (1984) Self-oscillations and predictability in climate dynamics. Tellus A 36A:1, pages 1-10.
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