1,722,158 research outputs found

    Tre studi platonici

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    Prefazione a tre studi platonici di Konrad Gaiser. La teoria dei principi, Platone scrittore filosofico e Il paragone della cavern

    Phobos nella Retorica: tra emozione istintiva e cognizione complessa

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    Analisi della trattazione della paura (phobos) nel secondo libro della Retorica condotta sotto il profilo del suo valore cognitivo, mediante un confronto tra la definizione generica fornita da Aristotele e i casi specifici analizzati nel contesto retoric

    Specht property for the algebra of upper triangular matrices of size two with a Taft’s algebra action

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    Let F be a field of characteristic zero, and let UT2 be the algebra of 2 x 2 upper triangular matrices over F. In a previous paper by Centrone and Yasumura, the authors give a description of the action of Taft's algebras H-m on UT2 and its H-m-identities. In this paper, we give a complete description of the space of multilinear H-m-identities in the language of Young diagrams through the representation theory of the hyperoctahedral group. We finally prove that the variety of H-m-module algebras generated by UT2 has the Specht property, i.e., every T-Hm-ideal containing the H-m-identities of UT2 is finitely based

    Coalitional extreme desirability in finitely additive economies with asymmetric information

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    We prove a coalitional core-Walras equivalence theorem for an asymmetric information exchange economy with a finitely additive measure space of agents, finitely many states of nature, and an infinite dimensional commodity space having the Radon–Nikodym property and whose positive cone has possibly empty interior. The result is based on a new cone condition, firstly developed in Centrone and Martellotti (2015), called coalitional extreme desirability. We also formulate a notion of incentive compatibility suitable for coalitional models and study it in relation to equilibria

    UDL as a theoretical approach to deconstructing bias and stereotypes in teacher education: experiences of using comics in universities

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    Stereotypes and biases, the result of socialization processes and cultural structures to which humans are exposed from birth, influence educational practice in an pervasive, though often unconscious, manner (Amodio, 2014). It is therefore imperative to cultivate a critical awareness of these processes to facilitate the creation of more equitable learning environments and inclusive educational relationships. The following paper, which is part of a broader research project, examines the impact of combining visual storytelling and critical reflection on teachers in training during some workshops of the course "Inclusive Pedagogy and Disability Studies" (RomaTre University), which aims to provide knowledge and tools for intersectional analysis of social hierarchies. The analysis employs a combination of visual storytelling techniques and critical reflection, a methodology that has been found to be effective in previous studies (Moretti & Scavarda, 2021). The incorporation of comics, which adhere to the principles of Universal Design for Learning (CAST, 2024; Guerini et al., 2025; Centrone et al., 2025), has been demonstrated to be a highly effective medium for acquiring critical analysis skills and fostering intersectional deconstruction of prejudices that underpin forms of discrimination within educational settings

    Recensione di Centrone, B. La seconda polis: introduzione alle Leggi di Platone, (2021)

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    Recensione di Centrone, B. La seconda polis: introduzione alle Leggi di Platone, (2021)Resenha de Centrone, B. La seconda polis: introduzione alle Leggi di Platone, (2021

    The GG-graded identities of the Grassmann Algebra

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    summary:Let GG be a finite abelian group with identity element 1G1_G and L=gGLgL=\bigoplus _{g\in G}L^g be an infinite dimensional GG-homogeneous vector space over a field of characteristic 00. Let E=E(L)E=E(L) be the Grassmann algebra generated by LL. It follows that EE is a GG-graded algebra. Let G|G| be odd, then we prove that in order to describe any ideal of GG-graded identities of EE it is sufficient to deal with GG^{\prime }-grading, where GG|G^{\prime }| \le |G|, dimFL1G=\dim _FL^{1_{G^{\prime }}}=\infty and dimFLg<\dim _FL^{g^{\prime }}<\infty if g1Gg^{\prime }\ne 1_{G^{\prime }}. In the same spirit of the case G|G| odd, if G|G| is even it is sufficient to study only those GG-gradings such that dimFLg=\dim _FL^g=\infty , where o(g)=2o(g)=2, and all the other components are finite dimensional. We also compute graded cocharacters and codimensions of EE in the case dimL1G=\dim L^{1_G}=\infty and dimLg<\dim L^g<\infty if g1Gg\ne 1_G

    Cells

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    Thesis (Master's)--University of Washington, 2014In 2005, Mickie Centrone was diagnosed with Hodgkin's Lymphoma. In her manuscript, she puts into words her experiences with both death and life

    The graded Gelfand--Kirillov dimension of verbally prime algebras

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    Let E be the infinite-dimensional Grassmann algebra over a field F of characteristic 0. In this article, we consider the verbally prime algebras M n(F), M n(E) and M a,b(E) endowed with their gradings induced by that of Vasilovsky, and we compute their graded Gelfand-Kirillov dimensions. © 2011 Copyright Taylor and Francis Group, LLC
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