S. Konstein

activity

19932018

most citedThe number of independent Traces and Supertraces on the Symplectic Reflection Algebra

H_{1, ν} (Γ ≀ S_{N})

2 citations · 2 across the 2 of their papers we have counts for

collaborators

3 papers

physics.class-ph2018

SO(4)-symmetry of mechanical systems with 3 degrees of freedom

Sofiane Bouarroudj, S. E. Konstein

We answered the old question: does there exist a mechanical system with 3 degrees of freedom, except for the Coulomb system, which has 6 first integrals generating the Lie algebra…

math.RT2017★ 2 cited

The number of independent Traces and Supertraces on the Symplectic Reflection Algebra $H_{1, ν} (Γ ≀ S_{N})$

S. E. Konstein, I. V. Tyutin

Symplectic reflection algebra $H_{1, ν} (G)$ has a $T (G)$ -dimensional space of traces whereas, when considered as a superalgebra with a natural parity, it has an $S (G)$ -dimension…

hep-th1993

The Calogero Model - Anyonic Representation, Fermionic Extension and Supersymmetry

L. Brink, T. H. Hansson, S. Konstein +1

We discuss several applications and extensions of our previous operator solution of the $N$ -body Calogero problem, \ie N particles in 1 dimension subject to a two-body interaction…

SO(4)-symmetry of mechanical systems with 3 degrees of freedom

The number of independent Traces and Supertraces on the Symplectic Reflection Algebra H1,ν​(Γ≀SN​)

The Calogero Model - Anyonic Representation, Fermionic Extension and Supersymmetry

The number of independent Traces and Supertraces on the Symplectic Reflection Algebra $H_{1, ν} (Γ ≀ S_{N})$