J. Stein: Critical exponents of the U(n) vector spin glasses, Europhys. Lett. 34 (1996) 717 (Postscript-File)
The critical exponents of the classical spin glasses with
symmetry are obtained to order
of
the
-expansion around six dimensions,
where
.
This new unitary symmetry is realized in the
m-vector (
) spin glasses with
anisotropic quenched random Dzyaloshinskii-Moriya (DM) interaction.
Such a random DM interaction with n correlated couplings leads to
critical exponents which are different from those of any isotropic
m-vector spin glass and thus belong to new universality classes.