• Solar Dynamics Observatory (SDO) Based Research (Lund)
• Solar Heliospheric Observatory Based Research (SOHO) (Lund)
• Mitchell A. Berger (Topology applied to solar magnetic activity)
• Dana W. Loncope (Topology applied to solar magnetic activity)
• Renzo Ricca (Topology applied to solar magnetic activity)
• Michael Freedman (Topology, Physics and Complexity)
• Mathematics: Research Centers, Journals, software
• Dynamo, Dynamical Systems and Topology, 25 July - 19 August 2011 (NORDITA)
• MathWorld (Wolfram)
• Mathematica (Wolfram)
• About Henri Poincaré (Marcus du Sautoy)
• Libraire Scientific
• Wavelets, MRA (Amara)
• Center for Turbulence Research, Stanford

References

Lundstedt, H. and T.Persson, Modelling Solar Cycle Length Based on Poincaré Maps for Lorenz-type Equations, Ann. Geophys., 28, 993-1002, 2010.

Lundstedt, H., Solar Magnetic Activity: Topology and Prediction, Acta Geophysica, 57, no. 1, 31-41, 2009.

Lundstedt, H., On the prediction of solar magnetic activity, OPOCE, 2007.

Lundstedt, H., Liszka, R. Lundin and R. Muscheler, Long-Term Solar Activity: Explored with Wavelet Methods, Annal. Geophys., 24, 1-9, 2006.

Lundstedt, H., Wavelet reconstructions of solar magnetic activity, doi:10.1051/jp4:2006139012, Journal de Physique V France 139, 171-178, 2006.

Lundstedt, H., Liszka, L. and R. Lundin, Solar Activity Explored with New Wavelet Methods, Annal. Geophys., 23, 1-7, 2005.

Boberg, F., Lundstedt, H., Hoeksema, J.T., Scherrer, P.H., and W. Lui, Solar mean magnetic field variability: A wavelet approach to WSO and SOHO/MDI observations, J. Geophys. Res., 107, 15-1--17-7, 2002.