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- Hilbert–Mumford_criterion abstract "In mathematics, the Hilbert–Mumford criterion, introduced by David Hilbert and David Mumford, characterizes the semistable and stable points of a group action on a vector space in terms of eigenvalues of 1-parameter subgroups (Dieudonné & Carrell 1970, 1971, p.58).".
- Hilbert–Mumford_criterion wikiPageID "35215355".
- Hilbert–Mumford_criterion wikiPageRevisionID "569588517".
- Hilbert–Mumford_criterion last "Carrell".
- Hilbert–Mumford_criterion last "Dieudonné".
- Hilbert–Mumford_criterion loc "p.58".
- Hilbert–Mumford_criterion year "1970".
- Hilbert–Mumford_criterion year "1971".
- Hilbert–Mumford_criterion subject Category:Invariant_theory.
- Hilbert–Mumford_criterion comment "In mathematics, the Hilbert–Mumford criterion, introduced by David Hilbert and David Mumford, characterizes the semistable and stable points of a group action on a vector space in terms of eigenvalues of 1-parameter subgroups (Dieudonné & Carrell 1970, 1971, p.58).".
- Hilbert–Mumford_criterion label "Hilbert–Mumford criterion".
- Hilbert–Mumford_criterion sameAs Hilbert%E2%80%93Mumford_criterion.
- Hilbert–Mumford_criterion sameAs Q16947915.
- Hilbert–Mumford_criterion sameAs Q16947915.
- Hilbert–Mumford_criterion wasDerivedFrom Hilbert–Mumford_criterion?oldid=569588517.