# question about hilbert_class_polynomial

I run sagecell hilbert_class_polynomial sqrt(-5),but different with below:

question about hilbert_class_polynomial

I run sagecell hilbert_class_polynomial sqrt(-5),but different with below:

add a comment

1

What matters is not the polynomial, but the field extension defined by the polynomial. So probably both answers are correct, in the sense that they both define the same field.

Asked: **
2014-02-15 20:42:59 -0600
**

Seen: **53 times**

Last updated: **Feb 16 '14**

irreducibility of a polynomial

Problems with computing discriminants and resultants.

Defining Polynomial Basis and Generic Polynomials

TypeError: non-integral exponents not supported

Type error in matrix of differential forms

lcm and gcd of polynomials over the irrationals

leading coefficient polynomial

How convert a polynomial in a power series?

polynomials rings over transcendental field extensions

How to extract coefficient terms from a differential equation, as for polynomial?

Copyright Sage, 2010. Some rights reserved under creative commons license. Content on this site is licensed under a Creative Commons Attribution Share Alike 3.0 license.