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VOLUME 55 (1992) | ISSUE 3 | PAGE 156
Nonperturbative Neveu-Schwarz superstring and Superdiff S1/OSp(1|2)
The space of complex structures on the phase space of an open Neveu-Schwarz superstring is isomorphic with respect to the Kahler supermanifold SuperdiffS1 /OSp (112), not with respect to SuperdiffS1 /S1, as was asserted in some recent papers. The Ricci tensor of the supermanifold SuperdiffS */OSp (112) is calculated. Nonperturbative vacuum states of the superstring are constructed.