27 citations · 64 across the 7 of their papers we have counts for
7 papers
Field Representations of Vector Supersymmetry
Roberto Casalbuoni, Federico Elmetti, Simon Knapen +1
We study some field representations of vector supersymmetry with superspin Y=0 and Y=1/2 and nonvanishing central charges. For Y=0, we present two multiplets composed of four spino…
Vector Supersymmetry from OSp(3,2|2): Casimir Operators
Roberto Casalbuoni, Federico Elmetti, Joaquim Gomis +3
In this paper we briefly review the main results obtained in arXiv:0812.1982, where some algebraic properties of the 'vector supersymmetry' (VSUSY) algebra have been studied. VSUSY…
Vector Supersymmetry: Casimir operators and contraction from OSp(3,2|2)
Roberto Casalbuoni, Federico Elmetti, Joaquim Gomis +3
We study some algebraic properties of the 'vector supersymmetry' (VSUSY) algebra, a graded extension of the four-dimensional Poincare' algebra with two odd generators, a vector and…
Conformal invariance and finiteness theorems for non-planar beta-deformed N=4 SYM theory
Federico Elmetti, Andrea Mauri, Marco Pirrone
We study the conformal invariance of non-planar beta-deformed N=4 SYM theory using the coupling constant reduction (CCR) formalism. We show that up to order g^10, differently from…
Real versus complex beta-deformation of the N=4 planar super Yang-Mills theory
Federico Elmetti, Andrea Mauri, Silvia Penati +2
This is a sequel of our paper hep-th/0606125 in which we have studied the {\cal N}=1 SU(N) SYM theory obtained as a marginal deformation of the {\cal N}=4 theory, with a complex de…
Conformal invariance of the planar beta-deformed N=4 SYM theory requires beta real
Federico Elmetti, Andrea Mauri, Silvia Penati +2
We study the \cal{N}=1 SU(N) SYM theory which is a marginal deformation of the \cal{N}=4 theory, with a complex deformation parameter β. We consider the large N limit and study per…