definition - What's the difference between finite and finitely generated algebras - Mathematics Stack Exchange
A (not finitely generated) group isomorphic to a proper quotient group | Math Counterexamples
Primary Decomposition
PDF) Primary ideals with finitely generated radical in a commutative ring
![PDF] Finitely generated symbolic Rees rings of ideals defining certain finite sets of points in P^2 | Semantic Scholar](https://d3i71xaburhd42.cloudfront.net/1143baf3286d7927feeb428547f860d124d63479/4-Figure1-1.png "PDF] Finitely generated symbolic Rees rings of ideals defining certain finite sets of points in P^2 | Semantic Scholar")
PDF] Finitely generated symbolic Rees rings of ideals defining certain finite sets of points in P^2 | Semantic Scholar
Finitely Generated Ideals and Noetherian Rings
Finitely generated group - Wikipedia
abstract algebra - if R is a commutative ring in which all the prime ideals are finitely generated then R is Noetherian - Mathematics Stack Exchange
Torsion (Algebra): Abstract Algebra, Group (Mathematics), Periodic Group, Identity Element, Free Abelian Group, Pure Subgroup, Finitely Generated Module, Analytic Torsion : Surhone, Lambert M., Tennoe, Mariam T., Henssonow, Susan F.: Amazon.it: Libri
Noetherian Rings Defn Examples - YouTube
linear algebra - Let $A$ be a local ring, $M$ and $N$ finitely generated $A$ modules. Prove that if $M \otimes N = 0,$ then $M = 0$ or $N = 0.$ - Mathematics Stack Exchange
Sam Walters ☕️ on X: "One of my favorite #Algebra theorems. The classification theorem for finitely generated Abelian groups. It has a nice extension to modules over principal ideal domains (PIDs) in
Finitely Generated Ideals and Noetherian Rings
PDF) Finitely generated intermediate rings | William Heinzer - Academia.edu
Prove that if $R$ is a Noetherian ring then $R^{n}$ is a Noe | Quizlet
abstract algebra - Examples of rings that are Noetherian but not finitely generated? - Mathematics Stack Exchange
PDF) ON SEMIPRIME FINITELY GENERATED RIGHT ALTERNATIVE WEAKLY M – RINGS | Jaya Lakshmi - Academia.edu
SOLVED: Let R be a Noetherian ring; (a) If M, N, and T are R-modules, where N is a submodule of M, show that there is a bijection HomR(M/N,T) f ∈ HomR(M,T)
Finitely Generated Modules Over a PID
PDF) Finitely generated and not finitely generated rings
Finitely generated modules and the Noetherian condition - YouTube
Algebraic Number Theory 22: Rings of Integers are Finitely Generated - YouTube
Finitely generated as a module implies f.g. as an algebra - Mathematics Stack Exchange
Length of finitely generated module over $0$-dimensional Gorenstein local ring - Matchmaticians
A Note on the (Faith-Menal) Counter Example
