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Universal coefficient theorem in triangulated categories
(Springer Verlag Berlín, 2008-04)
We consider a homology theory Open image in new window on a triangulated category Open image in new window with values in an abelian category Open image in new window . If the functor h reflects isomorphisms, is full and ...
Some equivalences between homotopy and derived categories
(Universidad de AllahabadÁlgebra Teoría de Números y Aplicaciones: ERMÁlgebra U de AAllahabad, India, 2022)
Group actions on 2-categories
(Springer, 2019-05)
We study actions of discrete groups on 2-categories. The motivating examples are actions on the 2-category of representations of finite tensor categories and their relation with the extension theory of tensor categories ...
(Co)ends for representations of tensor categories
(Mount Allison University, 2021-08)
We generalize the notion of ends and coends in category theory to the realm of module categories over finite tensor categories. We call this new concept module (co)end. This tool allows us to give different proofs to several ...
The Juridical Act as a historiography categoryEl Negocio Jurídico como categoría historiográfica
(Pontificia Universidad Católica del Perú, 2016)
Category Assignment Theory on Analogical Thinking: a Challenge to Structure Mapping TheoryLa Teoría de la Asignación Categorial Sobre el Pensamiento Analógico: un Desafío a la Teoría de la Proyección de Estructura
(Universidad Católica Argentina. Facultad de Psicología y Psicopedagogía, 2022)
El Negocio Jurídico como categoría historiográficaThe Juridical Act as a historiography category
(Pontificia Universidad Católica del PerúPE, 2018)
A characterization of the left exact categories whose exact completions are toposes
(Elsevier Science, 2003-02-01)
We characterize the categories with finite limits whose exact completions are toposes and discuss some examples and counter-examples.
On Hopf algebras with triangular decomposition
(AMS, 2019-04)
In this survey, we first review some known results on the representationtheory of algebras with triangular decomposition, including the classification of the simple modules. We then discuss a recipe to construct Hopf ...
A constructive sequence algebra for the calculus of indications
(Springer, 2020-07-15)
In this paper, we investigate some aspects of Spencer–Brown’s Calculus of Indications. Drawing from earlier work by Kauffman and Varela, we present a new categorical framework that allows to characterize the construction ...