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Geometric structures arising in string theory Dario Martelli King's College London |
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Abstract: Several interesting differential-geometric structures arise in the context of string theory from requiring supersymmetry. In particular, this implies the existence of spinor fields obeying certain differential equations. I will discuss the physical motivations behind these structures and I will review examples of explicit constructions, including: special holonomy manifolds, complex non-Kaehler manifolds, and Sasaki-Einstein manifolds. Language: English |
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