S. Chakravarty et J. Rudnick, DISSIPATIVE DYNAMICS OF A 2-STATE SYSTEM, THE KONDO PROBLEM, AND THE INVERSE-SQUARE ISING-MODEL, Physical review letters, 75(3), 1995, pp. 501-504
The dynamics of a two-state system coupled to an Ohmic continuum, the
dissipative two-state system, is solved by exploiting its connection t
o the Kondo problem and the inverse-square Ising model. Such a system
is known to possess a zero temperature quantum critical point. In the
quantum disordered phase the asymptotic dynamics is always an incohere
nt power-law relaxation. At short times, the system can exhibit damped
oscillations only over a limited range of parameters.