JOURNAL ARTICLE
A set-theoretical equivalent of the prime ideal theorem for Boolean algebras
Year: 1975 Journal: Fundamenta Mathematicae Vol: 89 (2)Pages: 151-153 Publisher: Polish Academy of Sciences
Keywords:
Mathematics Boolean prime ideal theorem Ideal (ethics) Stone's representation theorem for Boolean algebras Prime (order theory) Free Boolean algebra Set (abstract data type) Boolean algebras canonically defined Discrete mathematics Prime ideal Associated prime Pure mathematics Algebra over a field Two-element Boolean algebra Combinatorics Algebra representation Computer science Law
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Cited By
0.53
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0
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0.56
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Topics
Advanced Algebra and Logic
Physical Sciences → Computer Science → Computational Theory and Mathematics
Rings, Modules, and Algebras
Physical Sciences → Mathematics → Algebra and Number Theory
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