Unitizations of Generalized Pseudo Effect Algebras and their Ideals

David J. Foulis; Sylvia Pulmannová; Elena Vinceková

doi:10.1007/s11083-015-9368-6

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JOURNAL ARTICLE

Unitizations of Generalized Pseudo Effect Algebras and their Ideals

David J. Foulis Sylvia Pulmannová Elena Vinceková

Year: 2015 Journal: Order Vol: 33 (2)Pages: 311-332 Publisher: Springer Science+Business Media

DOI: 10.1007/s11083-015-9368-6

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Keywords:

Mathematics Congruence relation Element (criminal law) Automorphism Ideal (ethics) Unit (ring theory) Order (exchange) Pure mathematics Property (philosophy) Algebraic number Algebra over a field Mathematical analysis

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Unitizations of Generalized Pseudo Effect Algebras and their Ideals

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