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- W2951966324 abstract "We analyze solutions of string theory and supergravity which involve real hyperbolic spaces. Examples of string compactifications are given in terms of hyperbolic coset spaces of finite volume $Gammabackslash {mathbb H}^N$, where $Gamma$ is a discrete group of isometries of ${mathbb H}^N$. We describe finite flux and the tensor kernel associated with hyperbolic spaces. The case of arithmetic geometry of $Gamma = SL(2, {mathbb Z}+i{mathbb Z})/{pm Id}$, where $Id$ is the identity matrix, is analyzed. We discuss supersymmetry surviving for supergravity solutions involving real hyperbolic space factors, string-supergravity correspondence and holography principle for a class of conformal field theories." @default.
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- W2951966324 date "2005-02-02" @default.
- W2951966324 modified "2023-10-15" @default.
- W2951966324 title "Hyperbolic Space Forms and Orbifold Compactification in M-Theory" @default.
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