Pages that link to "Item:Q5927997"
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The following pages link to Generic polynomials with few parameters (Q5927997):
Displaying 22 items.
- Generic extensions and generic polynomials for linear algebraic groups (Q298016) (← links)
- Generic extensions and generic polynomials for multiplicative groups (Q479749) (← links)
- Some cases of four dimensional linear Noether's problem (Q616656) (← links)
- Finite groups of essential dimension one (Q877694) (← links)
- An explicit integral polynomial whose splitting field has Galois group \(W(E_8)\) (Q1026983) (← links)
- On generic polynomials for the modular 2-groups (Q1608301) (← links)
- On generic polynomials (Q1870087) (← links)
- On parametric and generic polynomials with one parameter (Q2031575) (← links)
- Generic extensions and generic polynomials for semidirect products (Q2267453) (← links)
- Geometric generalization of Gaussian period relations with application in Noether's problem for meta-cyclic groups (Q2566539) (← links)
- Implementation of prime decomposition of polynomial ideals over small finite fields (Q2643560) (← links)
- On the field intersection problem of quartic generic polynomials via formal Tschirnhausen transformation (Q3398993) (← links)
- A Kummer Theoretic Construction of an S3-Polynomial with Given Quadratic Subfield (Q3562940) (← links)
- ON THE FIELD INTERSECTION PROBLEM OF SOLVABLE QUINTIC GENERIC POLYNOMIALS (Q4929867) (← links)
- Noether's problem and $\mathbb{Q}$-generic polynomials for the normalizer of the $8$-cycle in $S_8$ and its subgroups (Q5444323) (← links)
- Generic polynomials for transitive subgroups of the group S 4 over fields of characteristic 2 (Q5470684) (← links)
- Rationality for Subgroups of<i>S</i><sub>6</sub> (Q5500705) (← links)
- Multi-parameter polynomials with given Galois group (Q5927991) (← links)
- Generic and explicit realization of small \(p\)-groups (Q5927998) (← links)
- Generic extensions and generic polynomials (Q5927999) (← links)
- Generic polynomials for \(Q_8\)-, \(QC\)-, and \(QQ\)-extensions (Q5936935) (← links)
- Generic polynomials are descent-generic (Q5947084) (← links)
