Supersymmetric soliton solution in (1+1)-dimensional Ultracold Quantum Gases

Abstract

We obtain by dimensional reduction a $(1+1)$ supersymmetric system introduced in the description of ultracold quantum gases. The correct supercharges are identified and their algebra is constructed. Finally novel static self-dual solutions emerge, satisfying a Liouville type differential equation.

Latex, 16 pages, references added, minor changes

References in corpus (6)

• Non-Abelian gauge potentials for ultra-cold atoms with degenerate dark states
• Cold atoms in non-Abelian gauge potentials: From the Hofstadter "moth" to lattice gauge theory
• On Schrödinger superalgebras
• Ultracold Superstrings in atomic boson-fermion mixtures
• Theory of Ultracold Superstrings
• On 1+1 Dimensional Galilean Supersymmetry in Ultracold Quantum Gases

Cited by in corpus (2)

• Non-Relativistic Holography -- A Group-Theoretical Perspective
• Self-Dual Soliton Solution in a Generalized Jackiw-Pi Model