One-Dimensional Impenetrable Anyons in Thermal Equilibrium. II. Determinant Representation for the Dynamic Correlation Functions

Abstract

We have obtained a determinant representation for the time- and temperature-dependent field-field correlation function of the impenetrable Lieb-Liniger gas of anyons through direct summation of the form factors. In the static case, the obtained results are shown to be equivalent to those that follow from the anyonic generalization of Lenard's formula.

16 pages, RevTeX 4

References in corpus (6)

• Interacting anyons in topological quantum liquids: The golden chain
• Correlation functions of one-dimensional anyonic fluids
• Correlation Functions of One-Dimensional Lieb-Liniger Anyons
• Bethe Ansatz for 1D interacting anyons
• One-Dimensional Impenetrable Anyons in Thermal Equilibrium. I. Anyonic Generalization of Lenard's Formula
• Coulomb blockade of anyons

Cited by in corpus (6)

• Fermionization and bosonization of expanding 1D anyonic fluids
• Ground-state properties of one-dimensional anyon gases
• Junctions of anyonic Luttinger wires
• Ground-state properties of hard-core anyons in one-dimensional optical lattices
• One-dimensional anyons with competing $\delta$-function and derivative $\delta$-function potentials
• Quantum Inverse Scattering Method with anyonic grading