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- Posynomial abstract "A posynomial is a function of the form where all the coordinates and coefficients are positive real numbers, and the exponents are real numbers. Posynomials are closed under addition, multiplication, and nonnegative scaling.For example, is a posynomial. Posynomials are not the same as polynomials in several independent variables. A polynomial's exponents must be non-negative integers, but its independent variables and coefficients can be arbitrary real numbers; on the other hand, a posynomial's exponents can be arbitrary real numbers, but its independent variables and coefficients must be positive real numbers. This terminology was introduced by Richard J. Duffin, Elmor L. Peterson, and Clarence Zener in their seminal book on Geometric programming.These functions are also known as "posinomials" in some literature.".
- Posynomial wikiPageExternalLink 1.1756137.
- Posynomial wikiPageExternalLink cvxbook.
- Posynomial wikiPageExternalLink gp_tutorial.html.
- Posynomial wikiPageID "9644721".
- Posynomial wikiPageRevisionID "572914312".
- Posynomial hasPhotoCollection Posynomial.
- Posynomial subject Category:Mathematical_optimization.
- Posynomial comment "A posynomial is a function of the form where all the coordinates and coefficients are positive real numbers, and the exponents are real numbers. Posynomials are closed under addition, multiplication, and nonnegative scaling.For example, is a posynomial. Posynomials are not the same as polynomials in several independent variables.".
- Posynomial label "Posinomio".
- Posynomial label "Posynomial".
- Posynomial label "Позином".
- Posynomial sameAs Posinomio.
- Posynomial sameAs m.02pmy2y.
- Posynomial sameAs Q2078288.
- Posynomial sameAs Q2078288.
- Posynomial wasDerivedFrom Posynomial?oldid=572914312.
- Posynomial isPrimaryTopicOf Posynomial.