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### Computing square free part of a multivariate polynomial

In one of the algorithms I am working on, there is a part asking for the square-free part of a multivariant polynomial. I can find it using a complicated way, namely,

I = ideal(f)


But I think this must be a very inefficient way to do it. Is there a better way?

### Computing square free part of a multivariate polynomial

In one of the algorithms I am working on, there is a part asking for the square-free part of a multivariant polynomial. I can find it using a complicated way, namely,

I = ideal(f)


But I think this must be a very inefficient way to do it. Is there a better way?way? Thank you!

### Computing square free part of a multivariate polynomial

In one of the algorithms I am working on, there is a part asking for the square-free part of a multivariant polynomial. I can find it using a complicated way, namely,

I = ideal(f)

I = ideal(f)