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Shadow lemma on the product of Hadamard manifolds and applications
Author(s) -
Françoise Dal'Bo-Milonet,
Инканг Ким
Publication year - 2007
Publication title -
séminaire de théorie spectrale et géométrie
Language(s) - English
Resource type - Journals
eISSN - 2118-9242
pISSN - 1624-5458
DOI - 10.5802/tsg.250
Subject(s) - mathematics , lemma (botany) , product (mathematics) , limit (mathematics) , hadamard transform , pure mathematics , graph , regular polygon , hadamard's inequality , shadow (psychology) , combinatorics , hadamard matrix , mathematical analysis , geometry , psychology , ecology , poaceae , psychotherapist , biology
In the article under review the authors study (not necessarily discrete) subgroups $\Gamma$ of the isometry group Is$(X)$ of a product $X$ of Hadamard manifolds $X_1,X_2$ with pinched negative curvature. They are particularly interested in the structure of the limit set, i.e. the set of accumulation points of the $\Gamma$-orbit of a point intersected with the ray boundary $\partial X$ of the space $X$.

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