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- Height_of_a_polynomial abstract "In mathematics, the height and length of a polynomial P with complex coefficients are measures of its "size".For a polynomial P given bythe height H(P) is defined to be the maximum of the magnitudes of its coefficients:and the length L(P) is similarly defined as the sum of the magnitudes of the coefficients:For a complex polynomial P of degree n, the height H(P), length L(P) and Mahler measure M(P) are related by the double inequalitieswhere is the binomial coefficient.".
- Height_of_a_polynomial wikiPageExternalLink PolynomialHeight.html.
- Height_of_a_polynomial wikiPageID "10027538".
- Height_of_a_polynomial wikiPageRevisionID "466989806".
- Height_of_a_polynomial hasPhotoCollection Height_of_a_polynomial.
- Height_of_a_polynomial subject Category:Number_theory.
- Height_of_a_polynomial subject Category:Polynomials.
- Height_of_a_polynomial type Abstraction100002137.
- Height_of_a_polynomial type Function113783816.
- Height_of_a_polynomial type MathematicalRelation113783581.
- Height_of_a_polynomial type Polynomial105861855.
- Height_of_a_polynomial type Polynomials.
- Height_of_a_polynomial type Relation100031921.
- Height_of_a_polynomial comment "In mathematics, the height and length of a polynomial P with complex coefficients are measures of its "size".For a polynomial P given bythe height H(P) is defined to be the maximum of the magnitudes of its coefficients:and the length L(P) is similarly defined as the sum of the magnitudes of the coefficients:For a complex polynomial P of degree n, the height H(P), length L(P) and Mahler measure M(P) are related by the double inequalitieswhere is the binomial coefficient.".
- Height_of_a_polynomial label "Height of a polynomial".
- Height_of_a_polynomial sameAs m.02p_8l7.
- Height_of_a_polynomial sameAs Q5699084.
- Height_of_a_polynomial sameAs Q5699084.
- Height_of_a_polynomial sameAs Height_of_a_polynomial.
- Height_of_a_polynomial wasDerivedFrom Height_of_a_polynomial?oldid=466989806.
- Height_of_a_polynomial isPrimaryTopicOf Height_of_a_polynomial.