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- Polynomial_SOS abstract "In mathematics, a form (i.e. a homogeneous polynomial) h(x) of degree 2m in the real n-dimensional vector x is sum of squares of forms (SOS) if and only if there exist forms of degree m such thatExplicit sufficient conditions for a form to be SOS have been found. However every real nonnegative form can be approximated as closely as desired (in the -norm of its coefficient vector) by a sequence of forms that are SOS.".
- Polynomial_SOS wikiPageID "17001761".
- Polynomial_SOS wikiPageRevisionID "601616795".
- Polynomial_SOS hasPhotoCollection Polynomial_SOS.
- Polynomial_SOS subject Category:Homogeneous_polynomials.
- Polynomial_SOS subject Category:Real_algebraic_geometry.
- Polynomial_SOS type Abstraction100002137.
- Polynomial_SOS type Function113783816.
- Polynomial_SOS type HomogeneousPolynomial105862268.
- Polynomial_SOS type HomogeneousPolynomials.
- Polynomial_SOS type MathematicalRelation113783581.
- Polynomial_SOS type Polynomial105861855.
- Polynomial_SOS type Relation100031921.
- Polynomial_SOS comment "In mathematics, a form (i.e. a homogeneous polynomial) h(x) of degree 2m in the real n-dimensional vector x is sum of squares of forms (SOS) if and only if there exist forms of degree m such thatExplicit sufficient conditions for a form to be SOS have been found. However every real nonnegative form can be approximated as closely as desired (in the -norm of its coefficient vector) by a sequence of forms that are SOS.".
- Polynomial_SOS label "Polynomial SOS".
- Polynomial_SOS sameAs m.04154_c.
- Polynomial_SOS sameAs Q7226631.
- Polynomial_SOS sameAs Q7226631.
- Polynomial_SOS sameAs Polynomial_SOS.
- Polynomial_SOS wasDerivedFrom Polynomial_SOS?oldid=601616795.
- Polynomial_SOS isPrimaryTopicOf Polynomial_SOS.