Abstract
We show the existence of an infinite set of non-local classically conserved charges on the Green-Schwarz closed superstring in a pp-wave background. We find that these charges agree with the Penrose limit of non-local classically conserved charges recently found for the AdS5 × S5 Green-Schwarz superstring. The charges constructed in this paper could help to understand the role played by these on the full AdS5 × S5 background.
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