Lars Ole Ronnow Olsen


  • KY16 9SS

    United Kingdom

Personal profile

Research overview

Fractal geometry, dynamical systems, analysis

Roughly speaking, fractals are objects with detail at arbitrarily fine scales under increased magnification a fractal displays more and more intricate structure. New techniques of fractal geometry have enabled fractals to be analysed - it is a great challenge to develop mathematics suitable for describing and analysing objects of such a general and irregular nature.

Recently, multifractals have attracted great interest. A multifractal is a distribution that gives rise to a whole hierarchy of fractals, and analysis of these fractals and calculation of a multifractal spectrum tells us much about the distribution. Again, multifractals have been used to model physical phenomena, for example the energy dissipation across a turbulent fluid.

Academic/Professional Qualification

Ph.D., University of North Texas; Cand. Scient., University of Copenhagen; London Mathematical Society; Danish Mathematical Society; European Mathematical Society; American Mathematical Society; Edinburgh Mathematical Society; Mathematical Association of America


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