fundamental theorem of surface theory

E1700507 UNEXPLORED

The fundamental theorem of surface theory is a result in differential geometry stating that a surface in three-dimensional space is uniquely determined, up to rigid motions, by its first and second fundamental forms satisfying the Gauss–Codazzi equations.

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fundamental theorem of surface theory canonical	1

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Gauss–Codazzi equations → relatedTo → fundamental theorem of surface theory ⓘ