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For the super AKNS system, an implicit symmetry constraint between thepotentials and the eigenfunctions is proposed. After introducing some newvariables to explicitly express potentials, the super AKNS system is decomposedinto two compatible finite-dimensional super systems (x-part and $t_n$-part).Furthermore, we show that the obtained super systems are integrable superHamiltonian systems in supersymmetry manifold $\mathbb{R}^{4N+2|2N+2}$.

Binary Nonlinearization of the Super Akns System Under an Implicit Symmetry Constraint