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- Triangular_decomposition abstract "In computer algebra, a triangular decomposition of a polynomial system S is a set of simpler polynomial systems S1, ..., Se such that a point is a solution of S if and only if it is a solution of one of the systems S1, ..., Se.When the purpose is to describe the solution set of S in the algebraic closure of its coefficient field, those simpler systems are regular chains. If the coefficient of S are real numbers, then the real solutions of S can be obtained by a triangular decomposition into regular semi-algebraic systems. In both cases, each of these simpler systems has a triangular shape and remarkable properties, which justifies the terminology.".
- Triangular_decomposition wikiPageID "29321051".
- Triangular_decomposition wikiPageRevisionID "599070814".
- Triangular_decomposition hasPhotoCollection Triangular_decomposition.
- Triangular_decomposition subject Category:Algebra.
- Triangular_decomposition subject Category:Algebraic_geometry.
- Triangular_decomposition subject Category:Computer_algebra.
- Triangular_decomposition subject Category:Computer_algebra_systems.
- Triangular_decomposition subject Category:Equations.
- Triangular_decomposition subject Category:Polynomials.
- Triangular_decomposition type Abstraction100002137.
- Triangular_decomposition type Communication100033020.
- Triangular_decomposition type Equation106669864.
- Triangular_decomposition type Equations.
- Triangular_decomposition type Function113783816.
- Triangular_decomposition type MathematicalRelation113783581.
- Triangular_decomposition type MathematicalStatement106732169.
- Triangular_decomposition type Message106598915.
- Triangular_decomposition type Polynomial105861855.
- Triangular_decomposition type Polynomials.
- Triangular_decomposition type Relation100031921.
- Triangular_decomposition type Statement106722453.
- Triangular_decomposition comment "In computer algebra, a triangular decomposition of a polynomial system S is a set of simpler polynomial systems S1, ..., Se such that a point is a solution of S if and only if it is a solution of one of the systems S1, ..., Se.When the purpose is to describe the solution set of S in the algebraic closure of its coefficient field, those simpler systems are regular chains.".
- Triangular_decomposition label "Triangular decomposition".
- Triangular_decomposition sameAs m.0ds4k71.
- Triangular_decomposition sameAs Q7840134.
- Triangular_decomposition sameAs Q7840134.
- Triangular_decomposition sameAs Triangular_decomposition.
- Triangular_decomposition wasDerivedFrom Triangular_decomposition?oldid=599070814.
- Triangular_decomposition isPrimaryTopicOf Triangular_decomposition.