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When Is a Polynomial a Composition of Other Polynomials?
by
James Rickards
in
Coefficients
/ Constant coefficients
/ Degrees of polynomials
/ Integers
/ Mathematical functions
/ Multisets
/ Polynomials
/ Roots of functions
/ Written composition
2011
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Do you wish to request the book?
When Is a Polynomial a Composition of Other Polynomials?
by
James Rickards
in
Coefficients
/ Constant coefficients
/ Degrees of polynomials
/ Integers
/ Mathematical functions
/ Multisets
/ Polynomials
/ Roots of functions
/ Written composition
2011
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Journal Article
When Is a Polynomial a Composition of Other Polynomials?
2011
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Overview
In this note we explore when a polynomialf(x) can be expressed as a composition of other polynomials. First, we give a necessary and sufficient condition on the roots off(x). Through a clever use of symmetric functions we then show how to determine iff(x) is expressible as a composition of polynomials without needing to know any of the roots off(x).
Publisher
Mathematical Association of America
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