On the non-abelian superalgebra spanned by the conserved quantities of N=1 supersymmetric Korteweg-de Vries equation

► We introduce a bosonic infinite sequence of non-local conserved quantities of N=1 Super KdV equation. ► We obtain the Poisson bracket of several non-local conserved quantities. ► We show that all brackets are consistently well defined. ► The algebra is non-abelian and contains unexpected non-linear terms.