On the Pick invariant

Alois Švec

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Displaying similar documents to “On the Pick invariant”

On equiaffine Weingarten surfaces

Alois Švec (1987)

Czechoslovak Mathematical Journal

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Infinitesimal rigidity of surfaces in $A^{3}$

Alois Švec (1988)

Czechoslovak Mathematical Journal

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Some conditions for a surface in $E s p 4$ to be a part of the sphere $S s p 2$

Jarolím Bureš, Miloš Kaňka (1994)

Mathematica Bohemica

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In this paper some properties of an immersion of two-dimensional surface with boundary into $E s p 4$ are studied. The main tool is the maximal principle property of a solution of the elliptic system of partial differential equations. Some conditions for a surface to be a part of a 2-dimensional spheren in $E s p 4$ are presented.

Displaying similar documents to “On the Pick invariant”

On equiaffine Weingarten surfaces

Infinitesimal rigidity of surfaces in A 3

Some conditions for a surface in E s p 4 to be a part of the sphere S s p 2

Infinitesimal rigidity of surfaces in $A^{3}$

Some conditions for a surface in $E s p 4$ to be a part of the sphere $S s p 2$