A kind of multi-component ren symmetric integrable systems

Ren symmetric integrable systems is a generalization of supersymmetric integrable systems, which can describe anyon physics and corresponding topological physics. A kind of multi-component ren integrable systems is considered by means of ren number. Then, the corresponding multi-component ren symmetric integrable systems are investigated by using ren derivative and ren symmetric derivative. It follows a kind of coupled and multi-component ren symmetric integrable Korteweg–de Vries (KdV) systems which are obtained by extending the usual bosonic integrable KdV systems.