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Dedekind number - Wikipedia
PDF) On Dedekind's criterion and monogenicity over Dedekind rings | محمد الشرقاني ألحسنى - Academia.edu
Maschke Modules Over Dedekind Rings | Canadian Journal of Mathematics | Cambridge Core
PDF) On Dedekind's criterion and monogenicity over Dedekind rings
Dedekind domain - YouTube
On Finite Nilpotent Matrix Groups over Integral Domains – topic of research paper in Mathematics. Download scholarly article PDF and read for free on CyberLeninka open science hub.
Unique Factorization of Ideals in Dedekind Domains - YouTube
PDF) Tannakian duality over Dedekind ring and applications | Nguyen Duong - Academia.edu
CTNT 2018 - "The Tsfasman-Vladut Generalization of the Brauer-Siegel Theorem" by Farshid Hajir - YouTube
julho 2010
PDF) On Phi-Dedekind Rings and Phi-Krull Rings
PDF) Relative index in extensions of Dedekind rings
Proof algebraic number fields Janusz, implies that every dedekind Ring is principal? - Mathematics Stack Exchange
PDF) On generalized Dedekind domains
Richard Dedekind | German Mathematician & Number Theory Pioneer | Britannica
Richard Dedekind - Wikipedia
Richard Dedekind: Ring theory, Algebraic number theory, Real number, Number theory, Moritz Stern, Eulerian integral, Galois theory, Dedekind cut, Georg Cantor : Miller, Frederic P, Vandome, Agnes F, McBrewster, John: Amazon.es: Libros
PDF] The Golomb topology on a Dedekind domain and the group of units of its quotients | Semantic Scholar
PDF) Polynomial Index in Dedekind Rings
The fundamental theorem for coalgebras over the Dedekind ring and application | Hue University Journal of Science: Natural Science
commutative algebra - Proof of Unique factorization in Dedekind Rings . - Mathematics Stack Exchange
Dedekind domains: Introduction - YouTube
Unique Factorization of Ideals in Dedekind Domains - YouTube
Richard Dedekind (1831 - 1916) - Biography - MacTutor History of Mathematics
Solved Lemma 2.14. Ist k ein Dedekind Ring 7, so gilt. | Chegg.com
abstract algebra - Understanding proof of "The ring of integers of a number field is a Dedekind domain" - Mathematics Stack Exchange
PDF) On rings with divided nil ideal: a survey
PDF) Dedekind's criterion for the monogenicity of a number field versus Uchida's and L\"uneburg's