Universal and nonuniversal critical exponents of a three-dimensional Ising system with weak
quenched disorder are discussed. Experimental, computational, and theoretical results are …

Р. Фольк, Ю. Головач, Т. Яворский, “Критические показатели трехмерной слабо
разбавленной замороженной модели Изинга”, УФН, 173:2 (2003), 175–200; Phys. Usp., 46:2 …

The critical properties at the ferromagnetic-paramagnetic transition have been analyzed
from data of static magnetization measurements on single crystals of Pr 1− x Pb x Mn O 3 for …

We study long-range power-law correlated disorder on square and cubic lattices. In
particular, we present high-precision results for the percolation thresholds and the fractal …

Long-range power-law correlated percolation is investigated using Monte Carlo simulations.
We obtain several static and dynamic critical exponents as functions of the Hurst exponent …

Abstract The Harris-Luck criterion judges the relevance of (potentially) spatially correlated,
quenched disorder induced by, eg, random bonds, randomly diluted sites, or a …

We study the scaling properties of polymers in a d-dimensional medium with quenched
defects that have power law correlations∼ r− a for large separations r. This type of disorder …

We analyze the critical properties of the three-dimensional Ising model with linear parallel
extended defects. Such a form of disorder produces two distinct correlation lengths, a …

We study critical behavior of the diluted two-dimensional Ising model in the presence of
disorder correlations which decay algebraically with distance as∼ r− a. Map** the …

In this review paper, we discuss the influence of weak quenched disorder on the critical
behavior in condensed matter and give a brief review of the available experimental and …