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