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ebsd2021:tema12

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ebsd2021:tema12 [2021/09/22 10:22] – escolaebsd2021:tema12 [2021/09/22 10:24] (current) – escola
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 +**Tema 12: Busemann densities**
 +
 Given a Hadamard manifold $X$ and a discrete group of isometries $\Gamma$, a family of Borel measures $\{\mu_p\colon p\in X\}$ on $X(\infty)$ is an //$\alpha$-dimensional Busemann density// if it satisfies: Given a Hadamard manifold $X$ and a discrete group of isometries $\Gamma$, a family of Borel measures $\{\mu_p\colon p\in X\}$ on $X(\infty)$ is an //$\alpha$-dimensional Busemann density// if it satisfies:
   * ${\rm supp}\mu\subset\Lambda(\Gamma)$,   * ${\rm supp}\mu\subset\Lambda(\Gamma)$,
ebsd2021/tema12.1632316938.txt.gz · Last modified: 2021/09/22 10:22 by escola · Currently locked by: 216.73.216.101