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- Stengle's_Positivstellensatz abstract "In real semialgebraic geometry, Stengle's Positivstellensatz (German for "positive-locus-theorem" – see Satz) characterizes polynomials that are positive on a semialgebraic set, which is defined by systems of inequalities of polynomials with real coefficients, or more generally, coefficients from any real closed field.It can be thought of as an ordered analogue of Hilbert's Nullstellensatz. It was proved by Jean-Louis Krivine and then rediscovered by Gilbert Stengle.".
- Stengle's_Positivstellensatz wikiPageExternalLink hal-00165658.
- Stengle's_Positivstellensatz wikiPageID "13260616".
- Stengle's_Positivstellensatz wikiPageRevisionID "572758988".
- Stengle's_Positivstellensatz hasPhotoCollection Stengle's_Positivstellensatz.
- Stengle's_Positivstellensatz subject Category:Algebraic_varieties.
- Stengle's_Positivstellensatz subject Category:German_words_and_phrases.
- Stengle's_Positivstellensatz subject Category:Real_algebraic_geometry.
- Stengle's_Positivstellensatz type Abstraction100002137.
- Stengle's_Positivstellensatz type AlgebraicVarieties.
- Stengle's_Positivstellensatz type Assortment108398773.
- Stengle's_Positivstellensatz type Collection107951464.
- Stengle's_Positivstellensatz type Group100031264.
- Stengle's_Positivstellensatz comment "In real semialgebraic geometry, Stengle's Positivstellensatz (German for "positive-locus-theorem" – see Satz) characterizes polynomials that are positive on a semialgebraic set, which is defined by systems of inequalities of polynomials with real coefficients, or more generally, coefficients from any real closed field.It can be thought of as an ordered analogue of Hilbert's Nullstellensatz. It was proved by Jean-Louis Krivine and then rediscovered by Gilbert Stengle.".
- Stengle's_Positivstellensatz label "Stengle's Positivstellensatz".
- Stengle's_Positivstellensatz sameAs m.03b_lw_.
- Stengle's_Positivstellensatz sameAs Q7607564.
- Stengle's_Positivstellensatz sameAs Q7607564.
- Stengle's_Positivstellensatz sameAs Stengle's_Positivstellensatz.
- Stengle's_Positivstellensatz wasDerivedFrom Stengle's_Positivstellensatz?oldid=572758988.
- Stengle's_Positivstellensatz isPrimaryTopicOf Stengle's_Positivstellensatz.