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- Fundamental_theorem_of_ideal_theory_in_number_fields abstract "In ideal theory, the fundamental theorem of ideal theory in number fields states that every nonzero proper ideal in the integers of a number field admits unique factorization into a product of nonzero prime ideals.".
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageExternalLink v=snippet&q=%22fundamental%20theorem%20of%20ideal%20theory%22&f=false.
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageExternalLink idealfactor.pdf.
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageID "36099150".
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageLength "760".
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageOutDegree "6".
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageRevisionID "509825934".
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageWikiLink Algebraic_number_field.
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageWikiLink Category:Fundamental_theorems.
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageWikiLink Factorization.
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageWikiLink Ideal_(ring_theory).
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageWikiLink Ideal_theory.
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageWikiLink Prime_ideal.
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageWikiLinkText "Fundamental theorem of ideal theory in number fields".
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageWikiLinkText "Theorem of unique factorization of ideals in '''Q'''(ξ)".
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageWikiLinkText "uniqueness of factorization of ideals in '''Q'''(ξ)".
- Fundamental_theorem_of_ideal_theory_in_number_fields wikiPageUsesTemplate Template:Cite_book.
- Fundamental_theorem_of_ideal_theory_in_number_fields subject Category:Fundamental_theorems.
- Fundamental_theorem_of_ideal_theory_in_number_fields type Theorem.
- Fundamental_theorem_of_ideal_theory_in_number_fields comment "In ideal theory, the fundamental theorem of ideal theory in number fields states that every nonzero proper ideal in the integers of a number field admits unique factorization into a product of nonzero prime ideals.".
- Fundamental_theorem_of_ideal_theory_in_number_fields label "Fundamental theorem of ideal theory in number fields".
- Fundamental_theorem_of_ideal_theory_in_number_fields sameAs Q5508971.
- Fundamental_theorem_of_ideal_theory_in_number_fields sameAs m.0k3lfg3.
- Fundamental_theorem_of_ideal_theory_in_number_fields sameAs Q5508971.
- Fundamental_theorem_of_ideal_theory_in_number_fields wasDerivedFrom Fundamental_theorem_of_ideal_theory_in_number_fields?oldid=509825934.
- Fundamental_theorem_of_ideal_theory_in_number_fields isPrimaryTopicOf Fundamental_theorem_of_ideal_theory_in_number_fields.