This thesis presents a method whereby one may solve an integrable quantum field theory using only its S-matrix as input. From here one may then use the thermodynamic Bethe ansatz to calculate the ground state energy of the model and analytically continue the TBA to obtain the excited states. This technique was applied to the sinh-Gordon model and along the way an interesting limit on the technique was discovered and investigated
We exhibit a relationship between the massless $a_2^{(2)}$ integrable quantum field theory and a cer...
International audience1+1 dimensional integrable quantum field theories correspond to a sparse subse...
This book serves as an introduction of the off-diagonal Bethe Ansatz method, an analytic theory for ...
In this series of lectures given at KIAS in Nov 2018, I briefly introduce the concepts of integrabil...
In this series of lectures given at KIAS in Nov 2018, I briefly introduce the concepts of integrabil...
11 + 8 pagesI study the Sine-Gordon (SG) and Sinh-Gordon (ShG) quantum field theories with a recentl...
11 + 8 pagesI study the Sine-Gordon (SG) and Sinh-Gordon (ShG) quantum field theories with a recentl...
11 + 8 pagesI study the Sine-Gordon (SG) and Sinh-Gordon (ShG) quantum field theories with a recentl...
Abstract. We review the construction of the fermionic basis for sinh-Gordon model and investigate nu...
We relate n = 1 supersymmetric integrable field theories such as the supersymmetric sinh-Gordon and ...
We suggest an approach to the problem of finding integral equations for the excited states of an int...
We study the ground-state energy of integrable 1 + 1 quantum field theories with boundaries (the gen...
We show that the matrix elements of integrable models computed by the Algebraic Bethe Ansatz can be ...
We present an integrable Hamiltonian which describes the sinh-Gordon model on the half line coupled ...
We study the ground-state energy of integrable 1 + 1 quantum field theories with boundaries (the gen...
We exhibit a relationship between the massless $a_2^{(2)}$ integrable quantum field theory and a cer...
International audience1+1 dimensional integrable quantum field theories correspond to a sparse subse...
This book serves as an introduction of the off-diagonal Bethe Ansatz method, an analytic theory for ...
In this series of lectures given at KIAS in Nov 2018, I briefly introduce the concepts of integrabil...
In this series of lectures given at KIAS in Nov 2018, I briefly introduce the concepts of integrabil...
11 + 8 pagesI study the Sine-Gordon (SG) and Sinh-Gordon (ShG) quantum field theories with a recentl...
11 + 8 pagesI study the Sine-Gordon (SG) and Sinh-Gordon (ShG) quantum field theories with a recentl...
11 + 8 pagesI study the Sine-Gordon (SG) and Sinh-Gordon (ShG) quantum field theories with a recentl...
Abstract. We review the construction of the fermionic basis for sinh-Gordon model and investigate nu...
We relate n = 1 supersymmetric integrable field theories such as the supersymmetric sinh-Gordon and ...
We suggest an approach to the problem of finding integral equations for the excited states of an int...
We study the ground-state energy of integrable 1 + 1 quantum field theories with boundaries (the gen...
We show that the matrix elements of integrable models computed by the Algebraic Bethe Ansatz can be ...
We present an integrable Hamiltonian which describes the sinh-Gordon model on the half line coupled ...
We study the ground-state energy of integrable 1 + 1 quantum field theories with boundaries (the gen...
We exhibit a relationship between the massless $a_2^{(2)}$ integrable quantum field theory and a cer...
International audience1+1 dimensional integrable quantum field theories correspond to a sparse subse...
This book serves as an introduction of the off-diagonal Bethe Ansatz method, an analytic theory for ...