Pages that link to "Item:Q1239194"
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The following pages link to When is \(\mathbb{Z}[a]\) the ring of the integers? (Q1239194):
Displaying 19 items.
- On prime divisors of the index of an algebraic integer (Q273434) (← links)
- Generating a power basis over a Dedekind ring (Q448215) (← links)
- Existenz von Ganzheitsbasen bei Kummererweiterungen und Komposita. (Existence of integral bases for Kummer extensions and composites) (Q1115484) (← links)
- Modules and matrices (Q1177239) (← links)
- On integrally closed simple extensions of valuation rings (Q1678277) (← links)
- The index of nonmonic polynomials (Q1866443) (← links)
- A note on cyclotomic polynomials (Q1974422) (← links)
- Dedekind's criterion for the monogenicity of a number field versus Uchida's and Lüneburg's (Q2075403) (← links)
- When is \(R[\theta]\) integrally closed? (Q2801836) (← links)
- On power basis of a class of algebraic number fields (Q2833097) (← links)
- A construction of Prüfer rings involving quotients of Rees algebras (Q4563569) (← links)
- The discriminant of compositum of algebraic number fields (Q4628665) (← links)
- The monogeneity of radical extensions (Q4988882) (← links)
- A dynamical characterization for monogenity at every level of some infinite -towers (Q5099407) (← links)
- Some results on integrally closed domains (Q5208843) (← links)
- Monogenity of iterates of polynomials (Q6198026) (← links)
- Corrigendum to: ``The discriminant of compositum of algebraic number fields'' (Q6540619) (← links)
- On the ideal discriminant of some relative pure extensions (Q6596912) (← links)
- Monogenity of iterates of irreducible binomials (Q6600738) (← links)
