About: Beez's theorem

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In mathematics, Beez's theorem, introduced by Richard Beez in 1875, implies that if n > 3 then in general an (n – 1)-dimensional hypersurface immersed in Rn cannot be deformed.

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  • In mathematics, Beez's theorem, introduced by Richard Beez in 1875, implies that if n > 3 then in general an (n – 1)-dimensional hypersurface immersed in Rn cannot be deformed. (en)
  • In matematica, il teorema Beez, scoperto da Richard Beez nel 1875 nell'ambito della geometria differenziale, afferma che se n > 3 allora in generale non è possibile deformare una ipersuperficie di dimensione immersa in . (it)
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  • In mathematics, Beez's theorem, introduced by Richard Beez in 1875, implies that if n > 3 then in general an (n – 1)-dimensional hypersurface immersed in Rn cannot be deformed. (en)
  • In matematica, il teorema Beez, scoperto da Richard Beez nel 1875 nell'ambito della geometria differenziale, afferma che se n > 3 allora in generale non è possibile deformare una ipersuperficie di dimensione immersa in . (it)
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  • Beez's theorem (en)
  • Teorema Beez (it)
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