Notes on noncommutative supersymmetric gauge theory on the fuzzy supersphere
arXiv:0708.3065 · doi:10.1142/S0217751X07038062
Abstract
In these notes we review Klimcik's construction of noncommutative gauge theory on the fuzzy supersphere. This theory has an exact SUSY gauge symmetry with a finite number of degrees of freedom and thus in principle it is amenable to the methods of matrix models and Monte Carlo numerical simulations. We also write down in this article a novel fuzzy supersymmetric scalar action on the fuzzy supersphere.
References in corpus (13)
- A Large-N Reduced Model as Superstring
- Noncommutative Yang-Mills in IIB Matrix Model
- Space-Time Structures from IIB Matrix Model
- Noncommutative Gauge Theory on Fuzzy Sphere from Matrix Model
- Quantized Gauge Theory on the Fuzzy Sphere as Random Matrix Model
- IIB Matrix Model
- Field Theory on a Supersymmetric Lattice
- A Gauge-Invariant UV-IR Mixing and The Corresponding Phase Transition For U(1) Fields on the Fuzzy Sphere
- Gauge Theory on Noncommutative Supersphere from Supermatrix Model
- The One-Plaquette Model Limit of NC Gauge Theory in 2D
- Note on Gauge Theory on Fuzzy Supersphere
- Quantum Equivalence of NC and YM Gauge Theories in 2 D and Matrix Theory
- Regularization of 2d supersymmetric Yang-Mills theory via non commutative geometry