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D. -->. -infinity saddle-point spectrum analysis of the open bosonic Polyakov string in R/sup D/SO(N)

In this paper, we investigate the role of the chiral anomaly in determining the spectrum at the saddle-point approximation D..-->..-infinity of the recently considered Polyakov formulation of bosonic strings moving in R/sup D/ x G with K = 2, where G is the group manifold SO(N). The main result is, opposite to the critical dimension, that the spectrum is not sensitive to the model chiral anomaly in the D..-->..-infinity limit.