We consider here the massive Thirring model regularized with the XYZ spin chain. We numerically calculate the mass ratios of particles which lie in the discrete part of the spectrum and obtain results in accordance with the DHN formula and in disagreement with recent calculations in the literature based on the numerical Bethe ansatz and infinite momentum frame methods. We also analyze the short distance behavior of these states and evaluate the conformal dimensions. This paper, taken together with the previous one for the sine-Gordon model, confirms the duality relation between two models formulated by Klassen and Melzer [Int. J. Mod. Phys. A 8, 4131 (1993)]
The propertes of the Thirring model solution obtained from the XXZ Heisenberg chain are computed exa...
Using the analytic Bethe ansatz, we initiate a study of the scaling limit of the quasi-periodic D32 ...
We show that in certain limits the (1+1)-dimensional massive Thirring model at finite temperature T ...
We consider here the massive Thirring model regularized with the XYZ spin chain. We numerically calc...
We consider here the XXZ spin chain perturbed by the operator σx (“in a transverse field”) which is ...
We consider here XXZ spin chain perturbed by the operator sigma^x (``in transverse field'') which is...
We study the mass spectrum of the sine-Gordon model on a cylinder in the UV and IR regime. This is d...
We elaborate in more detail why the lattice calculation by Kolanovic et al., Phys. Rev. D 62, 025021...
We study the strong coupling limit of the Bethe ansatz solutions in the massive Thirring model. We f...
The light--cone lattice approach to the massive Thirring model is reformulated using a local and int...
A coupled massive Thirring model of two interacting Dirac spinors in $1+1$ dimensions with fields ta...
In this paper we count the numbers of real and complex solutions to Bethe constraints in the two-par...
We present concluding results from our study for zero-temperature phase structure of the massive Thi...
We calculate for the first time the finite size corrections in the massive Thirring model. This is d...
We prove the Coleman’s conjecture on the equivalence between the massless Sine-Gordon model with fin...
The propertes of the Thirring model solution obtained from the XXZ Heisenberg chain are computed exa...
Using the analytic Bethe ansatz, we initiate a study of the scaling limit of the quasi-periodic D32 ...
We show that in certain limits the (1+1)-dimensional massive Thirring model at finite temperature T ...
We consider here the massive Thirring model regularized with the XYZ spin chain. We numerically calc...
We consider here the XXZ spin chain perturbed by the operator σx (“in a transverse field”) which is ...
We consider here XXZ spin chain perturbed by the operator sigma^x (``in transverse field'') which is...
We study the mass spectrum of the sine-Gordon model on a cylinder in the UV and IR regime. This is d...
We elaborate in more detail why the lattice calculation by Kolanovic et al., Phys. Rev. D 62, 025021...
We study the strong coupling limit of the Bethe ansatz solutions in the massive Thirring model. We f...
The light--cone lattice approach to the massive Thirring model is reformulated using a local and int...
A coupled massive Thirring model of two interacting Dirac spinors in $1+1$ dimensions with fields ta...
In this paper we count the numbers of real and complex solutions to Bethe constraints in the two-par...
We present concluding results from our study for zero-temperature phase structure of the massive Thi...
We calculate for the first time the finite size corrections in the massive Thirring model. This is d...
We prove the Coleman’s conjecture on the equivalence between the massless Sine-Gordon model with fin...
The propertes of the Thirring model solution obtained from the XXZ Heisenberg chain are computed exa...
Using the analytic Bethe ansatz, we initiate a study of the scaling limit of the quasi-periodic D32 ...
We show that in certain limits the (1+1)-dimensional massive Thirring model at finite temperature T ...