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Factor in square free

Factorizes a polynomial with square-free factors. That is, given a polynomial $p$ , a square-free factorization is a factorization into powers of square-free factors

$p = a_{1} a_{2}^{2} a_{3}^{3} \dots a_{n}^{n}$

Syntax

factor_in_square_free(Polynomial)

factor_in_square_free(Polynomial, Ring)

Description

Factorizes a polynomial $p (x)$ over $ℝ$ with square-free factors. The output is a list ${a_{1}, . . ., a_{n}}$ , following the notation above.

polynomials.factor_in_square_free1.calc.png

Factorizes a polynomial $p(x)$ over a ring with square-free factors. The output is a list $\lbrace a_1, ..., a_n \rbrace$ , following the notation above.

polynomials.factor_in_square_free2.calc.png

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