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- Reshetnyak_gluing_theorem abstract "In metric geometry, the Reshetnyak gluing theorem is a statement proved by Yurii Reshetnyak in 1968. Theorem: Let be complete locally compact geodesic metric spaces of CAT curvature , and convex subsets which are isometric. Then the manifold X, obtained by gluing all along all , is also of CAT curvature .For a more recent exposition and the proof of the Reshetnyak Gluing Theorem, see Theorem 9.1.21.".
- Reshetnyak_gluing_theorem wikiPageID "40823382".
- Reshetnyak_gluing_theorem wikiPageRevisionID "578684208".
- Reshetnyak_gluing_theorem subject Category:Metric_geometry.
- Reshetnyak_gluing_theorem subject Category:Theorems_in_geometry.
- Reshetnyak_gluing_theorem comment "In metric geometry, the Reshetnyak gluing theorem is a statement proved by Yurii Reshetnyak in 1968. Theorem: Let be complete locally compact geodesic metric spaces of CAT curvature , and convex subsets which are isometric. Then the manifold X, obtained by gluing all along all , is also of CAT curvature .For a more recent exposition and the proof of the Reshetnyak Gluing Theorem, see Theorem 9.1.21.".
- Reshetnyak_gluing_theorem label "Reshetnyak gluing theorem".
- Reshetnyak_gluing_theorem sameAs m.0ynyt8d.
- Reshetnyak_gluing_theorem sameAs Q16944399.
- Reshetnyak_gluing_theorem sameAs Q16944399.
- Reshetnyak_gluing_theorem wasDerivedFrom Reshetnyak_gluing_theorem?oldid=578684208.
- Reshetnyak_gluing_theorem isPrimaryTopicOf Reshetnyak_gluing_theorem.