This review is devoted to spin glasses, i.e., disordered magnets with randomly distributed ferro- and antiferromagnetic exchange interactions. Extensive experimental data and the theory developed for a simple model with an infinite exchange interaction range show that, as the temperature is reduced, the competition between different types of disorder leads to a nonergodic (or quasi-nonergodic) state in spin glasses. The fundamentals of the statistical mechanics of nonergodic systems are established. The review also examines the connection between the problem of spin glasses and those of combinatorial optimization, as well as the use of spin-glass models in biology. Attempts to construct a theory of real spin glasses with a distance-dependent exchange interactions are discussed.

PT Journal Article
TI Spin glasses and nonergodicity
AU Korenblit I Ya
FAU Korenblit IY
AU Shender E F
FAU Shender EF
DP 10 Feb, 1989
TA Phys. Usp.
VI 32
IP 2
PG 139-162
RX 10.1070/PU1989v032n02ABEH002680
URL https://ufn.ru/en/articles/1989/2/b/
SO Phys. Usp. 1989 Feb 10;32(2):139-162