Reshetnyak gluing theorem
http://dbpedia.org/resource/Reshetnyak_gluing_theorem an entity of type: WikicatTheoremsInGeometry
In metric geometry, the Reshetnyak gluing theorem gives information on the structure of a geometric object built by using as building blocks other geometric objects, belonging to a well defined class. Intuitively, it states that a manifold obtained by joining (i.e. "gluing") together, in a precisely defined way, other manifolds having a given property inherit that very same property. The theorem was first stated and proved by Yurii Reshetnyak in 1968.
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Теорема Решетняка о склеивании — ключевой результат Александровской геометрии.Теорема позволяет конструировать CAT(k) пространства путем склеивания CAT(k) пространств по выпуклым множествам. Теорема была сформулирована и доказана Юрием Решетняком в 1968 году.
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Reshetnyak gluing theorem
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Теорема Решетняка о склеивании
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In metric geometry, the Reshetnyak gluing theorem gives information on the structure of a geometric object built by using as building blocks other geometric objects, belonging to a well defined class. Intuitively, it states that a manifold obtained by joining (i.e. "gluing") together, in a precisely defined way, other manifolds having a given property inherit that very same property. The theorem was first stated and proved by Yurii Reshetnyak in 1968.
rdf:langString
Теорема Решетняка о склеивании — ключевой результат Александровской геометрии.Теорема позволяет конструировать CAT(k) пространства путем склеивания CAT(k) пространств по выпуклым множествам. Теорема была сформулирована и доказана Юрием Решетняком в 1968 году.
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