Abstract The Federbush, massless Thirring and continuum Ising models and related
integrable relativistic quantum field theories are studied. It is shown that local and covariant …

We propose and investigate an euclidean functional integral approach for the construction of
local kink operators and disorder variables. The main difference from the existing …

In this paper I continue the study of the new framework of modular localization and its
constructive use in the nonperturbative d= 1+ 1 Karowski–Weisz–Smirnov formfactor …

A new family of S-matrix theories with resonance poles is constructed and conjectured to
correspond to the Homogeneous sine-Gordon theories associated with simply laced …

Zamolodchikov's proposed exact solution of the Thirring model S-matrix satisfying unitarity
and crossing and having certain required properties in the semiclassical limit, is shown to be …

The constraints implied by analyticity in two-dimensional factorised S-matrix theories are
reviewed. Whenever the theory is not time-reversal invariant, it is argued that the familiar …

=Energy Inequalities in Integrable Quantum Field Theory Page 1 Energy Inequalities in
Integrable Quantum Field Theory Jan Mandrysch (Leipzig University) based on [arXiv …

We compute the DC conductance with two different methods, which both exploit the
integrability of the theories under consideration. On one hand we determine the …

Physics The Wightman Axioms for the Γermionic Federbush Model Page 1 Communications in
Commun. Math. Phys. 87, 181-228 (1982) Mathematical Physics © Springer-Verlag 1982 The …

Through recent study of the problems in mathematical physics, a deep, unexpected link has
emerged: a link between the monodromy preserving deformation theory for linear (ordinary …