5,283 research outputs found

    Edson Roberto de Pieri

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    Premessa

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    Breve presentazione del contenuto e delle finalità del volum

    Pairing effects in the normal phase of a two-dimensional Fermi gas

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    In recent experiments [1, 2], a pairing gap was detected in a two-dimensional (2D) Fermi gas with attractive interaction at temperatures where superfluidity does not occur. A relevant question is whether this gap is a pseudogap phenomenon or is due to a molecular state, which is always present in 2D. In this talk I will discuss how the boundary between the pseudogap and molecular regimes can be set, and compare the theoretical results obtained by using a t-matrix approach [3] with the above experimental data for a 2D Fermi gas. I will also show that pseudogap phenomena occurring in 2D and 3D can be related through a variable spanning the BCS-BEC crossover in a universal way. [1] M. Feld, B. Fr ̈ohlich, E. Vogt, M. Koschorreck, and M. K ̈ohl, Nature 480, 75 (2011). [2] P. A. Murthy, M. Neidig, R. Klemt, L. Bayha, I. Boettcher, T. Enss, M. Holten, G. Z ̈urn, P. M. Preiss, and S. Jochim, arXiv:1705.10577 (2017). [3] F. Marsiglio, P. Pieri, A. Perali, F. Palestini, and G. C. Strinati, Phys. Rev. B 91, 054509 (2015

    Affine Pieri rule for periodic Macdonald spherical functions and fusion rings

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    Let gˆ be an untwisted affine Lie algebra or the twisted counterpart thereof (which excludes the affine Lie algebras of type BCˆn=A2n(2)). We present an affine Pieri rule for a basis of periodic Macdonald spherical functions associated with gˆ. In type Aˆn−1=An−1(1) the formula in question reproduces an affine Pieri rule for cylindric Hall-Littlewood polynomials due to Korff, which at t=0 specializes in turn to a well-known Pieri formula in the fusion ring of genus zero slˆ(n)c-Wess-Zumino-Witten conformal field theories.Applied Probabilit

    Kraśkiewicz-Pragacz Modules and Pieri and Dual Pieri Rules for Schubert Polynomials

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    In their 1987 paper Kra\\u27skiewicz and Pragacz defined certain modules \smod_w (wSw \in S_\infty), which we call KP modules, over the upper triangular Lie algebra whose characters are Schubert polynomials. In a previous work the author showed that the tensor product of KP modules always has a KP filtration, i.e. a filtration whose each successive quotients are isomorphic to KP modules. In this paper we explicitly construct such filtrations for certain special cases of these tensor product modules, namely \smod_w \otimes S^d(K^i) and \smod_w \otimes \bigwedge^d(K^i), corresponding to Pieri and dual Pieri rules for Schubert polynomials

    Kraskiewicz-Pragacz modules and Pieri and dual Pieri rules for Schubert polynomials

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    In their 1987 paper Kraskiewicz and Pragacz defined certain modules, which we call KP modules, over the upper triangular Lie algebra whose characters are Schubert polynomials. In a previous work the author showed that the tensor product of Kraskiewicz-Pragacz modules always has KP filtration, i.e. a filtration whose each successive quotients are isomorphic to KP modules. In this paper we explicitly construct such filtrations for certain special cases of these tensor product modules, namely Sw Sd(Ki) and Sw Vd(Ki), corresponding to Pieri and dual Pieri rules for Schubert polynomials

    Amor omnibus idem

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    edizione, presentazione e traduzione di Virgilio, Georgiche 3, 209-28

    In nova corpora: evoluzioni e metamorfosi dell'uomo

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    Introduzione al tema della metamorfosi animalesca (e del rapporto animale/ uomo) nel mondo antico, con particolare riferimento a brani tratti da Odissea, Sofocle, Aristofane, Lucrezio, Virgilio, Ovidio, Seneca; la metamorfosi, dall'episodio odissiaco di Circe all'Aracne ovidiana, è metafora della natura fondamentalmente animale dell'essere umano (disvelata in passi chiave come il V libro di Lucrezio o la descrizione dell'eros degli animali - fra cui è l'uomo ad avere la peggio - in Virgilio georgico); una minaccia alla concezione fondamentalmente antropocentrica del mondo antico

    Le torsioni dello sguardo interiore

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    Presentazione, testo e traduzione di Aug. Conf. 8,7,16; 7,18. Nel descrivere il difficile processo della sua conversione, Agostino sfrutta quello che Alfonso Traina ha definito linguaggio dell'interiorità, facendogli raggiungere, per via di metafora e di un uso straniato della sintassi, livelli ignoti persino al modello senecan

    Identikit del congiurato

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    Introduzione, testo e traduzione di un passo della II Catilinaria di Cicerone (2,17-25
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