constructing a field of fraction
129821
Prove that the Gaussian rationals is the field of fractions of the Gaussian integers
47091
How to construct finite fields of any prime power order?
39514
how do I prove that $1 > 0$ in an ordered field?
46565
Show that $\mathbb{Q}(\sqrt{2})$ is a field.
98256
Subfields of $\mathbb{Q}(\sqrt{2},\sqrt{3})$
107605
Determining the characteristic of a field
38004
Constructing the reciprocal of a segment
6827
To identify field $Z[i]/(3)$
118161
Proof of dividing fractional expressions
129236
Continued fraction for $\frac{1}{e-2}$
60212
algebraic element over a field
33586
Prove the field of fractions of $F[[x]]$ is the ring $F((x))$ of formal Laurent series.
45498
Building a hard to factor number without knowing its factorization
84327
How to make a traditional division
26080
Building a continued fraction
151423
Is there a nice description of the field of fractions of the ring of polynomials with integer coefficients?
26055
Multiplication by $0$ in a field