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2017-12-04 10:08:48 +0200	asked a question	How to visualise complex functions on a disk? Let $f$ be a function on the unit disk $\mathbb{D}$. I want to look at the images of $f(\mathbb{D})$? How to do this? How to see the contours of $\|f(z)\|$? How to see the argument (if possible)?
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2017-08-14 19:13:27 +0200	marked best answer	multivariate polynomial ring over complex numbers I want to factorize bivariate polynomials over C. For single variable case we do this as follow: `R=CC[x] x=R.gen() f=x^2+1 f.factor()` How to do this for multivariate case ?