Pages that link to "Item:Q3994498"

The following pages link to Commutative Noetherian and Krull rings. Transl. from the Polish by Maciej Juniewicz and Sergiusz Kowalski. Transl. editor: David Kirby (Q3994498):

Displaying 15 items.

• A prime ideal principle in commutative algebra (Q926853) (← links)
• Composition algebras over a ring of fractions (Q1355631) (← links)
• The Lasker-Noether theorem for commutative and Noetherian module algebras over a pointed Hopf algebra. (Q1403892) (← links)
• The existence of Thom classes (Q1886437) (← links)
• Associated prime ideals of equivariant coinvariant algebras, Steenrod operations, and Krull's Going Down Theorem (Q2121256) (← links)
• Enlarging localized polynomial rings while preserving their prime ideal structure (Q2662153) (← links)
• Maximal Cohen-Macaulay tensor products (Q2663143) (← links)
• Integer-valued polynomials on Krull rings (Q3837611) (← links)
• Composition algebras over rings of genus zero (Q4226674) (← links)
• Polynomial invariants of finite groups. A survey of recent developments (Q4372760) (← links)
• On the Square Subgroup of a Mixed<i>SI</i>-Group (Q4608151) (← links)
• Metaideals in Commutative Rings (Q4662378) (← links)
• The Classification of Integral Domains in Which the Relation of Being an Ideal Is Transitive (Q4807572) (← links)
• The Lasker-Noether theorem in the category \({\mathcal U}(H^*)\) (Q5946834) (← links)
• (Q6091005) (← links)