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      Toposes of Discrete Monoid Actions

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          Abstract

          Properties of toposes of right \(M\)-sets are studied, and these toposes are characterised up to equivalence by their canonical points. The solution to the corresponding Morita equivalence problem is presented in the form of an equivalence between a 2-category of monoids and the corresponding 2-category of toposes.

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          Characterizations of Morita equivalent inverse semigroups

          J. Funk, M.V. Lawson, B. Steinberg (2011)
          Article 0 comments Cited 6 times – based on 0 reviews     Review now
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            Publication date Created: 24 May 2019
            Article
            ArXiV ID: 1905.10277
            SO-VID: 7f281e2e-ca2c-419d-ae48-f259069e61aa
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            http://arxiv.org/licenses/nonexclusive-distrib/1.0/

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            ACM classes 20M30, 18A25
            Comments 14 pages. Project under the INdAM Doctoral Programme in Mathematics and/or Applications Cofunded by Marie Sklodowska-Curie Actions, INdAM-DP-COFUND-2015, grant number 713485. Uploaded 24/05/2019
            Categories math.CT math.RA

            ScienceOpen disciplines: General mathematics,Algebra
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            ScienceOpen disciplines: General mathematics, Algebra

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