Fractional supersymmetry

In theoretical physics, fractional supersymmetry is a generalization of the notion of supersymmetry in which the minimal positive amount of spin does not have to be $1/2$ but can be an arbitrary $1/N$ for integer value of N. Such a generalization is possible in two or less spacetime dimensions.

See also

• Anyon
• Fractional supersymmetry on arxiv.org