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- Kempf–Ness_theorem abstract "In algebraic geometry, the Kempf–Ness theorem, introduced by Kempf and Ness (1979), gives a criterion for the stability of a vector in a representation of a complex reductive group. If the complex vector space is given a norm that is invariant under a maximal compact subgroup of the reductive group, then the Kempf–Ness theorem states that a vector is stable if and only if the norm attains a minimum value on the orbit of the vector.".
- Kempf–Ness_theorem wikiPageID "37702763".
- Kempf–Ness_theorem wikiPageRevisionID "569649677".
- Kempf–Ness_theorem author1Link "George Kempf".
- Kempf–Ness_theorem last "Kempf".
- Kempf–Ness_theorem last "Ness".
- Kempf–Ness_theorem year "1979".
- Kempf–Ness_theorem subject Category:Invariant_theory.
- Kempf–Ness_theorem subject Category:Theorems_in_algebraic_geometry.
- Kempf–Ness_theorem comment "In algebraic geometry, the Kempf–Ness theorem, introduced by Kempf and Ness (1979), gives a criterion for the stability of a vector in a representation of a complex reductive group. If the complex vector space is given a norm that is invariant under a maximal compact subgroup of the reductive group, then the Kempf–Ness theorem states that a vector is stable if and only if the norm attains a minimum value on the orbit of the vector.".
- Kempf–Ness_theorem label "Kempf–Ness theorem".
- Kempf–Ness_theorem sameAs Kempf%E2%80%93Ness_theorem.
- Kempf–Ness_theorem sameAs Q6387087.
- Kempf–Ness_theorem sameAs Q6387087.
- Kempf–Ness_theorem wasDerivedFrom Kempf–Ness_theorem?oldid=569649677.