Coreflections in Algebraic Quantum Logic
Coreflections in Algebraic Quantum Logic
复制标题
代数量子逻辑中的共反射
DOI：
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发表时间：
2012
期刊：
影响因子：
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通讯作者：
J. Mandemaker
中科院分区：
文献类型：
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作者：
B. Jacobs;J. Mandemaker
代数量子逻辑中正在研究布尔代数的各种推广，包括正交模格、正交模偏序集、正交代数和效应代数。本文系统地研究了这类代数范畴内和范畴间的结构。它通过（部分定义的操作的）总体化和通过共反射的结构转移的组合来实现。
Various generalizations of Boolean algebras are being studied in algebraic quantum logic, including orthomodular lattices, orthomodular po-sets, orthoalgebras and effect algebras. This paper contains a systematic study of the structure in and between categories of such algebras. It does so via a combination of totalization (of partially defined operations) and transfer of structure via coreflections.