Matches in DBpedia 2016-04 for { ?s ?p "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."@en }
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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.".
- Q5508971 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 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.".
- Q5508971 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.".