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- Bernstein's_problem abstract "In differential geometry, Bernstein's problem is as follows: if the graph of a function on Rn−1 is a minimal surface in Rn, does this imply that the function is linear? This is true in dimensions n at most 8, but false in dimensions n at least 9. The problem is named for Sergei Natanovich Bernstein who solved the case n = 3 in 1914.".
- Bernstein's_problem wikiPageExternalLink Bernstein_theorem.
- Bernstein's_problem wikiPageExternalLink item?id=ASNSP_1965_3_19_1_79_0.
- Bernstein's_problem wikiPageID "30486183".
- Bernstein's_problem wikiPageRevisionID "600779197".
- Bernstein's_problem first "E.".
- Bernstein's_problem first "I.Kh.".
- Bernstein's_problem hasPhotoCollection Bernstein's_problem.
- Bernstein's_problem id "b/b015750".
- Bernstein's_problem id "b/b110360".
- Bernstein's_problem last "Sabitov".
- Bernstein's_problem last "Straume".
- Bernstein's_problem title "Bernstein problem in differential geometry".
- Bernstein's_problem title "Bernstein theorem".
- Bernstein's_problem subject Category:Differential_geometry.
- Bernstein's_problem comment "In differential geometry, Bernstein's problem is as follows: if the graph of a function on Rn−1 is a minimal surface in Rn, does this imply that the function is linear? This is true in dimensions n at most 8, but false in dimensions n at least 9. The problem is named for Sergei Natanovich Bernstein who solved the case n = 3 in 1914.".
- Bernstein's_problem label "Bernstein's problem".
- Bernstein's_problem sameAs m.0g9xqyf.
- Bernstein's_problem sameAs Q4894564.
- Bernstein's_problem sameAs Q4894564.
- Bernstein's_problem wasDerivedFrom Bernstein's_problem?oldid=600779197.
- Bernstein's_problem isPrimaryTopicOf Bernstein's_problem.