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In the mathematical field of differential … In the mathematical field of differential geometry, more precisely, the theory of surfaces in Euclidean space, the Bonnet theorem states that the first and second fundamental forms determine a surface in R3 uniquely up to a rigid motion. It was proven by Pierre Ossian Bonnet in about 1860. This is not to be confused with the Bonnet–Myers theorem or Gauss–Bonnet theorem.net–Myers theorem or Gauss–Bonnet theorem.
, In de differentiaalmeetkunde, een deelgebi … In de differentiaalmeetkunde, een deelgebied van de wiskunde, of meer precies in de theorie van de oppervlakken in de Euclidische ruimte, stelt de stelling van Bonnet dat de en een oppervlak in R3 uniek "up to" een bepalen. De stelling werd rond 1860 bewezen door Pierre Ossian Bonnet. Deze stelling moet niet verward worden met de .stelling moet niet verward worden met de .
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| rdfs:comment |
In the mathematical field of differential … In the mathematical field of differential geometry, more precisely, the theory of surfaces in Euclidean space, the Bonnet theorem states that the first and second fundamental forms determine a surface in R3 uniquely up to a rigid motion. It was proven by Pierre Ossian Bonnet in about 1860. This is not to be confused with the Bonnet–Myers theorem or Gauss–Bonnet theorem.net–Myers theorem or Gauss–Bonnet theorem.
, In de differentiaalmeetkunde, een deelgebi … In de differentiaalmeetkunde, een deelgebied van de wiskunde, of meer precies in de theorie van de oppervlakken in de Euclidische ruimte, stelt de stelling van Bonnet dat de en een oppervlak in R3 uniek "up to" een bepalen. De stelling werd rond 1860 bewezen door Pierre Ossian Bonnet. Deze stelling moet niet verward worden met de .stelling moet niet verward worden met de .
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| rdfs:label |
Bonnet theorem
, Stelling van Bonnet (differentiaalmeetkunde)
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