Recent REU Students and Projects







- Troy Finlayson (Physics Major) 2001-2004 Thermal conductivity of sea ice
- Amy Heaton (Chemistry Major) 2002-2005 Fluid permeability of sea ice
- Ali Jabini (Electrical and Computer Engineering Major, Mathematics Minor) 2002-2005 Network model for fluid flow through sea ice
- Ben Murphy (Mathematics and Physics Majors) 2002-2004 Critical behavior of complex permittivity near the percolation threshold
- Adam Gully (Mathematics Major) 2004-2006 Effective complex permittivity of sea ice
- Olakunle Eso (Mathematics and Electrical and Computer Engineering Majors) 2004-2007 Numerical solutions of the Helmholtz equation
- Megan Morris (Mathematics and Bioengineering Majors) 2004-2007 Network model for fluid flow through sea ice and air flow through lungs
- Kellen Petersen (Mathematics and Physics Majors) 2006-2007 Fluid connectivity in rocks
Publications with REU students
- K. M. Golden, A. L. Heaton, H. Eicken and V. I. Lytle, Void bounds for fluid transport in sea ice, Mechanics of Materials, 38, pp. 801-817, 2006.
- J. Zhu, A. Jabini, K. M. Golden, H. Eicken and M. Morris, A network model for fluid transport in sea ice, Annals of Glaciology, 44, pp. 129-133, 2006.
- A. Gully, L. G. E. Backstrom, H. Eicken, and K. M. Golden, Complex bounds and microstructural recovery from measurements of sea ice permittivity, Physica B, 394, pp. 357-362, 2007.
- K. M. Golden, H. Eicken, A. L. Heaton, J. Miner, D. Pringle, and J. Zhu, Thermal evolution of permeability and microstructure in sea ice, Geophysical Research Letters, 34, L16501, doi:10.1029/2007GL030447, 6 pages and issue cover, 2007.
- K. M. Golden, T. Finlayson, J. Zhu, H. Eicken, and D. Pringle, Bounds on the thermal conductivity of sea ice, in preparation.
- J. Vry, K. Petersen, and K. M. Golden, Fluid connectivity transition in rocks at depth in the Southern Alps of New Zealand, in preparation.
- L. Symeonova, O. Eso, D. Dobson, and K. M. Golden, An effective complex permittivity for waves in random media with finite wavelength, in preparation.
REU Program in the Mathematics Department
Undergraduate Research Opportunities in Mathematics