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Algebraic Semantics of Governed Execution: Monoidal Categories, Effect Algebras, and Coterminous Boundaries

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Published in:ArXiv cs.LO Recent Papers
Format: Online Article RSS Article
Published: 2026
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spellingShingle Algebraic Semantics of Governed Execution: Monoidal Categories, Effect Algebras, and Coterminous Boundaries
ArXiv cs.LO Recent Papers
Pure Mathematics
Mathematics & Statistics
sub_discipline_display Pure Mathematics
sub_discipline_facet Pure Mathematics
subject_display ArXiv cs.LO Recent Papers
Pure Mathematics
Mathematics & Statistics
ArXiv cs.LO Recent Papers
Pure Mathematics
Mathematics & Statistics
subject_facet ArXiv cs.LO Recent Papers
Pure Mathematics
Mathematics & Statistics
title Algebraic Semantics of Governed Execution: Monoidal Categories, Effect Algebras, and Coterminous Boundaries
title_auth Algebraic Semantics of Governed Execution: Monoidal Categories, Effect Algebras, and Coterminous Boundaries
title_full Algebraic Semantics of Governed Execution: Monoidal Categories, Effect Algebras, and Coterminous Boundaries
title_fullStr Algebraic Semantics of Governed Execution: Monoidal Categories, Effect Algebras, and Coterminous Boundaries
title_full_unstemmed Algebraic Semantics of Governed Execution: Monoidal Categories, Effect Algebras, and Coterminous Boundaries
title_short Algebraic Semantics of Governed Execution: Monoidal Categories, Effect Algebras, and Coterminous Boundaries
title_sort algebraic semantics of governed execution: monoidal categories, effect algebras, and coterminous boundaries
topic ArXiv cs.LO Recent Papers
Pure Mathematics
Mathematics & Statistics
url https://arxiv.org/abs/2605.01032v1