Timothy Halpin-Healy 
Email: healy@phys.columbia.edu 
Telephone: (212)854-5102 
Ph.D. 1987
 
Harvard University  
 
Directed Polymers vs. Directed Percolation, Phys. Rev. E58, 4096RC (1998). 

Chemical Wave Refraction Phenomena, Phys. Rev. E54, 3009 (1996).

Kinetic Roughening, Stochastic Growth, Directed Polymers & all that, Phys. Rep. 254, 215-415 (1995).  
Disturbing the Random Energy Landscape,  Phys. Rev. E48, 1617RC (1993). 
Depinning by Quenched Randomness, Phys. Rev. Lett. 67, 3463C (1991). 
 
Diverse Manifolds in Random Media, Phys. Rev. Lett. 62, 442 (1989).  
My primary interests include phase transitions, critical phenomena, & the renormalization group; secondary interests: kinetic roughening, reaction-diffusion systems, Nature's pattern formation, and nonlinear dynamics. In recent years, I have concentrated my efforts on understanding the statistical mechanics of directed polymers in random media (DPRM), a baby version of the spin-glass and one of the few tractable problems in ill-condensed matter. Because of a mapping via the stochastic Burgers equation, the DPRM pays off handsomely, with important implications for vortex-line wandering in disordered superconductors, the propagation of flame fronts, domain-wall roughening in impurity-stricken magnets, as well as the dynamic scaling properties of Eden clusters. The tools of my trade are based upon the renormalization group in modern form, including both numerical and analytical approaches.

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