Tim Johann: Difference between revisions
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My name is Tim Johann. I am a physicist by training and in the first year of my Ph.D. studies in the area of Systems Biology. | My name is Tim Johann. I am a physicist by training and in the first year of my Ph.D. studies in the area of Systems Biology. | ||
My main research interests are in nonlinear (and complex) dynamical systems and their structural and temporal evolution. The topic of my studies is the qualitative behaviour of metabolic networks depending on structural conditions. Meaning, which structures in such networks can introduce chaotic destabilisation, which can stabilise and counteract these (and under which conditions). Lyapunov Exponents are the buzzword. Of course, my emphasis is to look for more general principles | My main research interests are in nonlinear (and complex) dynamical systems and their structural and temporal evolution. The topic of my studies is the qualitative behaviour of metabolic networks depending on structural conditions. Meaning, which structures in such networks can introduce chaotic destabilisation, which can stabilise and counteract these (and under which conditions). Lyapunov Exponents are the buzzword. Of course, my emphasis is to look for more general principles governing networks in general. | ||
I am happy to participate at the CSSS 2007, and looking forward to seeing you all. Hope we'll be having a great time together. | I am happy to participate at the CSSS 2007, and looking forward to seeing you all. Hope we'll be having a great time together. | ||
Revision as of 14:01, 21 May 2007
Hi All,
My name is Tim Johann. I am a physicist by training and in the first year of my Ph.D. studies in the area of Systems Biology.
My main research interests are in nonlinear (and complex) dynamical systems and their structural and temporal evolution. The topic of my studies is the qualitative behaviour of metabolic networks depending on structural conditions. Meaning, which structures in such networks can introduce chaotic destabilisation, which can stabilise and counteract these (and under which conditions). Lyapunov Exponents are the buzzword. Of course, my emphasis is to look for more general principles governing networks in general.
I am happy to participate at the CSSS 2007, and looking forward to seeing you all. Hope we'll be having a great time together.
Oh, oh, my email: tim.johann(a t)eml-r.villa-bosch.de