Ph.D. in Mathematics, August 2007.
Rensselaer Polytechnic Institute
Mathematical Sciences Dept.
Curriculum Vitae
Dissertation
Trapped Slender Vortex Filaments in Statistical Equilibrium
Successfully defended with no revisions on 14 May 2007
Papers
- Negative Specific Heat in a Quasi-2D Generalized Vorticity Model,
Andersen, T. D. and Lim, C. C., Physical Review Letters, vol. 99, no. 165001, Oct. 2007.
- Explicit mean-field radius for nearly parallel vortex filaments in statistical equilibrium with applications to deep ocean convection
Andersen, T. D. and Lim, C. C., Geophysical and Astrophysical Fluid Dynamics, vol. 102, no. 3, pp. 265-280, Jun. 2008.
- A length scale formula for confined Quasi-2D plasmas,
Andersen, T. D. and Lim, C. C., J. Plasma Physics, vol. 75, no. 4, pp. 437-454, 2009.
Talks
Currently Working On
- Exact solutions of log-particle systems such as the 1 component, 2D Coulomb plasma.
- Mathematical solutions to quantum gravity (renormalization)
- A book on vortex statistics with (former) adviser Chjan Lim
Research Interests
- Exact solutions to statistical ensembles.
- Functional and high dimensional integration.
- Yang-Mills theory (functional integration approaches beyond Feynman diagrams)
- Feynman-Kac path integral approaches to vortex filaments, plasmas, and biochemical electrostatics.
Teaching
Links
Updated 11 October 2011. |
Ċ ď Tim Andersen, Oct 11, 2011 8:15 AM
Ċ ď Tim Andersen, May 24, 2010 11:28 AM
Ċ ď Tim Andersen, May 24, 2010 11:29 AM
Ċ ď Tim Andersen, Nov 21, 2008 9:12 AM
Ċ ď Tim Andersen, Nov 21, 2008 9:12 AM
Ċ ď Tim Andersen, Nov 21, 2008 9:12 AM
Ċ ď Tim Andersen, Nov 21, 2008 9:13 AM
|