Recently it has been shown that many traditional models used for a description of dilute
magnetic alloys are completely integrable and may be solved exactly without any approximation. …

Volume 131B, number 1,2,3 PHYSICS LETTERS 10 November 1983 THEORY OF NONABELIAN
GOLDSTONE BOSONS IN TWO DIMENSIONS A. POLYAKOV a Page 1 Volume 131B, number …

We show that conformal maps of simply connected domains with an analytic boundary to a
unit disk have an intimate relation to the dispersionless 2D Toda integrable hierarchy. The …

We trace the origin of θ-terms in nonlinear σ-models as a nonperturbative anomaly of current
algebras. The nonlinear σ-models emerge as a low energy limit of fermionic σ-models. The …

We present an exact solution for the two-dimensional chiral fields with multivalued action,
and consider the relation of this theory to the CP-asymmetric Thirring model, free fermions, …

The complete solution of the non-degenerate Anderson model describing the formation of
the localised moment in a metal is constructed on the basis of the Bethe ansatz method. …

… 24 A 55 Tsvelik A M and Wiegmann PB 1981 to be published Wiegmann PB 1980a Pisma
v JETF31 392 - 1980b Phys. Lett. 80 A 163 Wiegmann PB and Finkelstein A M 1978a Sou. …

The supersymmetrical gauge theory of strongly correlated electronic systems, based on a
geometrical approach to the quantization of the Hubbard model, is presented. It is shown that …

The behaviour of correlation functions of the one-dimensional Fermi system at large distances
has been investigated by reducing it to the Sine-Gordon model. The latter is dual to the low…

Integrable Structure of Interface Dynamics Page 1 VOLUME 84, NUMBER 22 PHYSICAL
REVIEW LETTERS 29MAY 2000 Integrable Structure of Interface Dynamics Mark Mineev-Weinstein …