Abstract
We use the language of differential cohomology to give an analytic description of the moduli space of classical vacua for heterotic string theory in eight dimensions. The complex structure of this moduli space is then related to the character of the appropriate Kac–Moody algebra.
Citation
Adrian Clingher. "Heterotic string data and theta functions." Adv. Theor. Math. Phys. 9 (2) 173 - 252, April 2005.
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