SU supersymmetric spinning models of chiral superfields
arXiv:2003.01023 · doi:10.1088/1751-8121/abd2fa
Abstract
We construct SU, supersymmetric models based on the coupling of dynamical and semi-dynamical (spin) multiplets, where the interaction term of both multiplets is defined on the generalized chiral superspace. The dynamical multiplet is defined as a chiral multiplet , while the semi-dynamical multiplet is associated with a multiplet of the mirror type.
arXiv comment1+15 pages; v3: typos corrected, references updated, substantial changes in Section 2, new paragraph after eq. (3.16)
References in corpus (31)
- Counting chiral primaries in N=1 d=4 superconformal field theories
- Physics and Mathematics of Calogero particles
- N=4 Supersymmetric Mechanics in Harmonic Superspace
- Supersymmetric Calogero models by gauging
- Calculating the Superconformal Index and Seiberg Duality
- Gauging N=4 Supersymmetric Mechanics
- (Super)Oscillator on CP(N) and Constant Magnetic Field
- New D(2,1;alpha) Mechanics with Spin Variables
- Weak supersymmetry
- Gauging N=4 supersymmetric mechanics II: (1,4,3) models from the (4,4,0) ones
- Deformed Supersymmetric Mechanics
- OSp(4|2) Superconformal Mechanics
- Super Kähler oscillator from SU(2|1) superspace
- Biharmonic Superspace for N=4 Mechanics
- Superconformal mechanics in SU(2|1) superspace
- -extended supersymmetric Calogero models
- Four types of (super)conformal mechanics: D-module reps and invariant actions
- Quantum SU(21) supersymmetric Calogero-Moser spinning systems
- Gauged spinning models with deformed supersymmetry
- SU(2|2) supersymmetric mechanics
- -Smorodinsky-Winternitz system in a constant magnetic field
- SU(2|1) mechanics and harmonic superspace
- -Rosochatius system, superintegrability, supersymmetry
- Deformed supersymmetric quantum mechanics with spin variables
- SU(21) supersymmetric mechanics on curved spaces
- N=4 chiral supermultiplet interacting with a magnetic field
- Harmonic Superfields in N=4 Supersymmetric Quantum Mechanics
- Spinning extensions of superconformal mechanics
- Isospin particle on with arbitrary number of supersymmetries
- Symmetries of deformed supersymmetric mechanics on Kähler manifolds
- On superconformal mechanics