2D Fractional Supersymmetry for Rational Conformal Field Theory. Application for Third-Integer Spin States

Details 2D Fractional Supersymmetry for Rational Conformal Field Theory. Application for Third-Integer Spin States 2D Fractional Supersymmetry for Rational Conformal Field Theory. Application for Third-Integer Spin States

1996-03-22

arxiv.org/abs/hep-th/9603149v2

Nucl.Phys.B482:325-344,1996

Physics

High Energy Physics

High Energy Physics - Theory

LaTex, 20 pages. Revised in response to referees' Comments

Scientific paper

10.1016/S0550-3213(96)00522-6

A 2D- fractional supersymmetry theory is algebraically constructed. The Lagrangian is derived using an adapted superspace including, in addition to a scalar field, two fields with spins 1/3,2/3. This theory turns out to be a rational conformal field theory. The symmetry of this model goes beyond the super Virasoro algebra and connects these third-integer spin states. Besides the stress-momentum tensor, we obtain a supercurrent of spin 4/3. Cubic relations are involved in order to close the algebra; the basic algebra is no longer a Lie or a super-Lie algebra. The central charge of this model is found to be 5/3. Finally, we analyse the form that a local invariant action should take.

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