Graded KMS Functionals and the Breakdown of Supersymmetry

Details Graded KMS Functionals and the Breakdown of Supersymmetry Graded KMS Functionals and the Breakdown of Supersymmetry

1999-05-14

arxiv.org/abs/hep-th/9905102v3

Adv.Theor.Math.Phys.3:615-626,1999; Addendum-ibid.3:1909-1910,1999

Physics

High Energy Physics

High Energy Physics - Theory

9 pages, Latex, note added about a generalization of Corollary 8

Scientific paper

It is shown that the modulus of any graded or, more generally, twisted KMS functional of a C*-dynamical system is proportional to an ordinary KMS state and the twist is weakly inner in the corresponding GNS-representation. If the functional is invariant under the adjoint action of some asymptotically abelian family of automorphisms, then the twist is trivial. As a consequence, such functionals do not exist for supersymmetric C*-dynamical systems. This is in contrast with the situation in compact spaces where super KMS functionals occur as super-Gibbs functionals.

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