Description

Book Synopsis
Contains the proceedings of the international conference Model Theory of Modules, Algebras and Categories, held in 2017, at the Ettore Majorana Foundation and Centre for Scientific Culture. Papers cover recent developments in model theory, module theory and category theory, and their intersection.

Table of Contents
  • A. Facchini and Z. Nazemian, On isonoetherian and isoartinian modules
  • G. Garkusha and D. Jones, Derived categories for Grothendieck categories of enriched functors
  • L. Gregory, Left determined morphisms and free realisations
  • I. Herzog and S. L'Innocente, The universal abelian regular ring
  • L. Angeleri Hugel, F. Marks, and J. Vitoria, A characterisation of $\tau$-tilting finite algebras
  • A. Macintyre, Describing models of Th$(\mathbb{Z})$ in adelic terms
  • F. Point, Valued modules on skew polynomial rings and Bezout domains
  • M. Prest, Multisorted modules and their model theory
  • P. Prihoda, Pure projective modules over non-singular serial rings
  • P. Rothmaler, Mittag-Leffler modules and definable subcategories
  • L. Salce and S. Virili, Intrinsic valuation entropy
  • C. Toffalori, Decidabilitly and modules over Bezout domains.

    Model Theory of Modules Algebras and Categories

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      A Paperback by Alberto Facchini, Lorna Gregory, Sonia L'Innocente

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        Publisher: MP-AMM American Mathematical
        Publication Date: 7/30/2019 12:00:00 AM
        ISBN13: 9781470443672, 978-1470443672
        ISBN10: 1470443678

        Description

        Book Synopsis
        Contains the proceedings of the international conference Model Theory of Modules, Algebras and Categories, held in 2017, at the Ettore Majorana Foundation and Centre for Scientific Culture. Papers cover recent developments in model theory, module theory and category theory, and their intersection.

        Table of Contents
        • A. Facchini and Z. Nazemian, On isonoetherian and isoartinian modules
        • G. Garkusha and D. Jones, Derived categories for Grothendieck categories of enriched functors
        • L. Gregory, Left determined morphisms and free realisations
        • I. Herzog and S. L'Innocente, The universal abelian regular ring
        • L. Angeleri Hugel, F. Marks, and J. Vitoria, A characterisation of $\tau$-tilting finite algebras
        • A. Macintyre, Describing models of Th$(\mathbb{Z})$ in adelic terms
        • F. Point, Valued modules on skew polynomial rings and Bezout domains
        • M. Prest, Multisorted modules and their model theory
        • P. Prihoda, Pure projective modules over non-singular serial rings
        • P. Rothmaler, Mittag-Leffler modules and definable subcategories
        • L. Salce and S. Virili, Intrinsic valuation entropy
        • C. Toffalori, Decidabilitly and modules over Bezout domains.

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