- SCALING LIMITS OF THE CHERN-SIMONS-HIGGS ENERGY MATTHIAS KURZKE AND DANIEL SPIRN
- -STABILITY AND VORTEX MOTION IN TYPE II SUPERCONDUCTORS
- DYNAMICS NEAR AN UNSTABLE KIRCHHOFF ELLIPSE YAN GUO, CHRIS HALLSTROM, AND DANIEL SPIRN
- ASYMPTOTIC BEHAVIOR AND SYMMETRY OF CONDENSATE SOLUTIONS IN ELECTROWEAK THEORY
- Minimizers near the first critical field for the nonself-dual Chern-Simons-Higgs energy
- GAMMA LIMIT OF THE NON SELF-DUAL CHERN-SIMONS-HIGGS ENERGY
- REFINED JACOBIAN ESTIMATES FOR GINZBURG-LANDAU FUNCTIONALS
- QUANTITATIVE EQUIPARTITION OF THE GINZBURG-LANDAU ENERGY WITH APPLICATIONS
- Linear dispersive decay estimates for the 3+1 dimensional water wave equation with surface
- January 27, 2007 REFINED JACOBIAN ESTIMATES AND GROSS-PITAEVSKY
- DYNAMICS NEAR UNSTABLE, INTERFACIAL FLUIDS YAN GUO, CHRIS HALLSTROM, AND DANIEL SPIRN
- VORTEX MOTION LAW FOR THE SCHRODINGER-GINZBURG-LANDAU EQUATIONS
- SYMMETRIC CHERN-SIMONS-HIGGS VORTICES ROBIN MING CHEN AND DANIEL SPIRN
- ELECTRICALLY AND MAGNETICALLY CHARGED VORTICES IN THE CHERNSIMONSHIGGS THEORY
- LINEAR DISPERSIVE DECAY ESTIMATES FOR VORTEX SHEETS WITH SURFACE TENSION
- ON THE ENERGY OF SUPERCONDUCTORS IN LARGE AND SMALL MATTHIAS KURZKE AND DANIEL SPIRN
- Uniqueness of stable Meissner state solutions of the Chern-Simons-Higgs energy
- Lecture: Monday, Wednesday, Friday 10:10AM11:00AM Vincent Hall, Room 2
- Lecture: Monday, Wednesday, Friday 10:10AM11:00AM Vincent Hall, Room 209
