UnivariatePolynomialAlgebra

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UnivariatePolynomialAlgebra

$\begin{usage} UnivariatePolynomialAlgebra~R: Category \end{usage}$

$\begin{params} {\em R} & \htmlref{\texttt{SumitType}}{SumitType} & The coeffic... ...main\\ & \htmlref{\texttt{ArithmeticType}}{ArithmeticType} &\\\end{params}$

$\begin{descr} UnivariatePolynomialAlgebra~is a common category for commutative ... ...tic system R and with respect to the power basis $(x^n)_{n \ge 0}$. \end{descr}$

Exports

UnivariateFreeFiniteAlgebra R

add!: (%,R,Z,%, Z, Z) $\to$ % In-place partial product and sum

compose: (%, %) $\to$ % Compose polynomials

translate: (%, R) $\to$ % Translate a polynomial

if has Parsable then
Parsable

where
Z == Integer

Subsections

add!
compose,translate

Manuel Bronstein 2000-12-13

`UnivariateFreeFiniteAlgebra` R
`add!`:	(%,R,Z,%, Z, Z) $\to$ %	In-place partial product and sum
`compose`:	(%, %) $\to$ %	Compose polynomials
`translate`:	(%, R) $\to$ %	Translate a polynomial