Pages that link to "Item:Q1911403"
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The following pages link to Computing elements of given index in totally complex cyclic sextic fields (Q1911403):
Displaying 13 items.
- Computation of \(K_ 2\mathbb{Z}[\sqrt {-6}]\) (Q1339391) (← links)
- On the solution of units and index form equations in algebraic number fields (Q1568078) (← links)
- Solving index form equations in fields of degree 9 with cubic subfields (Q1582301) (← links)
- Non-monogeneity in a family of sextic fields (Q1867438) (← links)
- Application of Weierstrass units to relative power integral bases (Q2256083) (← links)
- Power Integral Bases in Cubic Relative Extensions (Q2729386) (← links)
- On the resolution of relative Thue equations (Q2759111) (← links)
- The Computation of Sextic Fields with a Cubic Subfield and no Quadratic Subfield (Q3987945) (← links)
- (Q4414873) (← links)
- Power Integral Bases in Orders of Composite Fields (Q4804805) (← links)
- AN EXPERIMENT ON THE MONOGENITY OF A FAMILY OF TRINOMIALS (Q5074027) (← links)
- Monogenity in totally real extensions of imaginary quadratic fields with an application to simplest quartic fields (Q6111851) (← links)
- Calculating generators of power integral bases in pure sextic fields (Q6491146) (← links)
