Factorization in ℤ/pℤ[x] : Factor

### 2.32.4 Factorization in ℤ/pℤ[x] : `Factor`

`Factor` is the inert form of `factor`.
`Factor` takes as argument a polynomial.
`Factor` returns `factor` without evaluation. It is used in conjonction with `mod` in Maple syntax mode to factorize a polynomial with coefficients in ℤ/pℤ where p must be prime.
Input in `Xcas` mode :

`Factor((-3*x```^```3+5*x```^```2-5*x+4)%13)`

Output :

`factor((-3*x```^```3+5*x```^```2-5*x+4)%13)`

you need to `eval(ans())` to get :

`((1%13)*x+-6%13)*((-3%13)*x```^```2+-5%13)`

Input in `Maple` mode :

`Factor(-3*x```^```3+5*x```^```2-5*x+4) mod 13`

Output :

`-3*(1*x-6)*(1*x```^```2+6)`