The critical dynamics and the real-space renormalization group

Gene F. Mazenko

J. D. Gunton, 白田

Gene F. Mazenko, Oriol T. Valls

T. Schneider, Marco Zannetti

We demonstrate the equivalence of the real-space renormalization group for critical dynamics, and of the real-space renormalization group for quantum systems through the mapping of the master equation onto an imaginary-time Schr\"odinger equation, defining the quantum system.

Bambi Hu

Y Achiam, J. Michael Kosterlitz

We propose a real-space renormalization-group technique to treat dynamic critical phenomena in two-dimensional Glauber-Ising models. The invariant form of the time-dependent probability distribution is found within linear response theory and an estimate of the dynamic exponent $z$ is given.