474
Allen M. R., Robertson A. W. (1996) Distinguishing modulated oscillations
from coloured noise in multivariate datasets. Clim. Dyn. (submitted)
Allen M., Smith L. A. (1994) Investigating the origins and significance
of low-frequency modes of climate variability. Geophys. Res. Lett.
21:883-886
Allen M. R., Smith L. A. (1996) Monte Carlo SSA: detecting irregular
oscillations in the presence of coloured noise. J. Clim. (to appear)
Arnold V. 1. (1973) Ordinary Differential Equations. MIT Press, Cambridge MA London England
Arnold V. 1. (1983) Geometrical Methods in the Theory of Ordinary Differential Equations. Springer-Verlag, New York Heidelberg Berlin
Benoist J. P. (1986) Analyse Spectrale de Signaux Glaciologiques: Etude
des Glaces Sedimentaires Deposees a Dome C, Morphologie du Lit
d'un Glacier. These d'Etat USMT Grenoble
Birchfield G. E., Ghil M. (1993) Climate evolution in the PliocenePleistocene as seen in deep sea 8 18 0 records and in simulations: internal variability versus orbital forcing. J. Geophys. Res. 98(D6):1038510399
Blackman R. B., Tukey J. W. (1958) The Measurement of Power Spectra
From The Point of View of Communication Engineering. Dover, New
York
Box G. E. P., Jenkins G. M. (1970) Time Series Analysis, Forecasting and
Control. Holden-Day, San Francisco
Broomhead D. S., King G. P. (1986a) Extracting qualitative dynamics from
experimental data. Physica D20:217-236
Broomhead D. S., King G. P. (1986b) On the qualitative analysis of experimental dynamical systems. In: Sarkar S. (ed.) Nonlinear Phenomena
and Chaos. Adam Hilger, Bristol pp 113-144
Burg J. P. (1967) Maximum entropy spectral analysis. In: 37th Ann. Intern.
Meeting. Soc. Explor. Geophys., Oklahoma City, Oklahoma
Chatfield C. (1984) The Analysis of Time Series: An Introduction. 3 edn
Chapman and Hall, New York
Allen M. R., Robertson A. W. (1996) Distinguishing modulated oscillations
from coloured noise in multivariate datasets. Clim. Dyn. (submitted)
Allen M., Smith L. A. (1994) Investigating the origins and significance
of low-frequency modes of climate variability. Geophys. Res. Lett.
21:883-886
Allen M. R., Smith L. A. (1996) Monte Carlo SSA: detecting irregular
oscillations in the presence of coloured noise. J. Clim. (to appear)
Arnold V. 1. (1973) Ordinary Differential Equations. MIT Press, Cambridge MA London England
Arnold V. 1. (1983) Geometrical Methods in the Theory of Ordinary Differential Equations. Springer-Verlag, New York Heidelberg Berlin
Benoist J. P. (1986) Analyse Spectrale de Signaux Glaciologiques: Etude
des Glaces Sedimentaires Deposees a Dome C, Morphologie du Lit
d'un Glacier. These d'Etat USMT Grenoble
Birchfield G. E., Ghil M. (1993) Climate evolution in the PliocenePleistocene as seen in deep sea 8 18 0 records and in simulations: internal variability versus orbital forcing. J. Geophys. Res. 98(D6):1038510399
Blackman R. B., Tukey J. W. (1958) The Measurement of Power Spectra
From The Point of View of Communication Engineering. Dover, New
York
Box G. E. P., Jenkins G. M. (1970) Time Series Analysis, Forecasting and
Control. Holden-Day, San Francisco
Broomhead D. S., King G. P. (1986a) Extracting qualitative dynamics from
experimental data. Physica D20:217-236
Broomhead D. S., King G. P. (1986b) On the qualitative analysis of experimental dynamical systems. In: Sarkar S. (ed.) Nonlinear Phenomena
and Chaos. Adam Hilger, Bristol pp 113-144
Burg J. P. (1967) Maximum entropy spectral analysis. In: 37th Ann. Intern.
Meeting. Soc. Explor. Geophys., Oklahoma City, Oklahoma
Chatfield C. (1984) The Analysis of Time Series: An Introduction. 3 edn
Chapman and Hall, New York