Theoretical studies of the phase transition in the anisotropic 2-D square spin lattice

The proof is generalized to the case of a square pinning-potential replacing the delta-pinning, but it relies on a lower bound on the probability for the field to stay above the

Phase transition due to the Casimir effect: closely spaced wires (plates) lead to deconfinement of electric charges in the confining phase of compact lattice electrodynamics..

On the first cooling cycle this crystallographic phase transition occurs as a nucleation and growth process and re- sults in the formation of a domain structure [33] depending upon

At the phase transition, the disappearance of the [001] correlation due to the asymmetry of the Nb-0-Nb bound is related to the abrupt change in the value of k(0-Nb) along

the cubic to tetragonal phase transitions associated with octahedron rotations must be due to soft modes at the R point of the cubic Brillouin

Indeed, for smooth surfaces, the probability of colliding with the surface after desorption is too low for recapture to be signi fi cant, while for high degrees of roughness ( i.e.,

The renormalization group approach to critical dynamics near the nematic- smectic-A phase transition in liquid crystals... The renormalization group approach to critical dynamics

The Board of Directors does not approve the proposed resolution A During its meeting held today, the Board of Directors reviewed the proposed resolution A submitted by a group