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作者:A. G. Rigas , D. V. Sarafopoulos
来源:[J].Annales Geophysicae(IF 1.518), 2018, Vol.21 (9), pp.1975-1993
摘要:In the first part of the paper we study the geometrical characteristics of the magnetospheric ions’ time series in the reconstructed phase space by using the SVD extended chaotic analysis, and we test the strong null hypothesis supposing that the ions’ time series is caused ...
作者:A. G. Rigas , I. A. Daglis
来源:[J].Nonlinear Processes in Geophysics(IF 1.409), 1994, Vol.1 (2/3), pp.124
摘要:Our intention in this work is to show, by using two different methods, that magnetospheric dynamics reveal low dimensional chaos. In the first method we extend the chaotic analysis for the AE index time series by including singular value decomposition (SVD) analysis in combinatio...
作者:... N. Hatzigeorgiu , A. G. Rigas , E. T. Sarris
来源:[J].Nonlinear Processes in Geophysics(IF 1.409), 1999, Vol.6 (1), pp.51
摘要:A long AE index time series is used as a crucial magnetospheric quantity in order to study the underlying dynainics. For this purpose we utilize methods of nonlinear and chaotic analysis of time series. Two basic components of this analysis are the reconstruction of the experimen...
作者:... D. Diamantidis , A. G. Rigas , E. T. Sarris
来源:[J].Nonlinear Processes in Geophysics(IF 1.409), 1999, Vol.6 (2), pp.99
摘要:In this study we present theoretical concepts and results concerning the hypothesis test of the magnetospheric chaos. For this reason we compare the observational behavior of the magnetospheric system with results obtained by analysing different types of stochastic and determinis...
作者:... N. Hatzigeorgiu , A. G. Rigas , E. T. Sarris
来源:[J].Nonlinear Processes in Geophysics(IF 1.409), 1999, Vol.6 (1), pp.51-65
摘要:A long AE index time series is used as a crucial magnetospheric quantity in order to study the underlying dynainics. For this purpose we utilize methods of nonlinear and chaotic analysis of time series. Two basic components of this analysis are the reconstruction of the experimen...
作者:... D. Diamantidis , A. G. Rigas , E. T. Sarris
来源:[J].Nonlinear Processes in Geophysics(IF 1.409), 1999, Vol.6 (2), pp.99-127
摘要:In this study we present theoretical concepts and results concerning the hypothesis test of the magnetospheric chaos. For this reason we compare the observational behavior of the magnetospheric system with results obtained by analysing different types of stochastic and determinis...
作者:A. G. Rigas , I. A. Daglis ...
来源:[J].Nonlinear Processes in Geophysics(IF 1.409), 1994, Vol.1 (2/3), pp.124-135
摘要:Our intention in this work is to show, by using two different methods, that magnetospheric dynamics reveal low dimensional chaos. In the first method we extend the chaotic analysis for the AE index time series by including singular value decomposition (SVD) analysis in combinatio...
作者:A. G. Rigas , E. T. Sarris
来源:[J].Geophysical Research Letters(IF 3.982), 1998, Vol.25 (9), pp.1533-1536
摘要:A new insight into the ways that the Jovian magnetosphere influences the near Jupiter interplanetary space becomes possible thanks to Ulysses' collection of magnetic field, plasma and energetic ion (HI‐SCALE) data during its inbound trajectory (d22–d34, 1992). The most strik...
作者:G. J. KARAVASILIS , A. G. RIGAS
来源:[J].Journal of Biological Systems(IF 0.734), 2009, Vol.17 (4), pp.577-595
摘要:In this paper we study the complex interactions involved in the incoming stimulus, from a gamma (γ) and/or an alpha (α) motoneuron, and the outgoing response from the muscle spindle transmitted by the Ia sensory afferent neuron to the spinal cord. The most interesting case i...

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