15,387 research outputs found

    De Filippo et al., 2020

    No full text
    Code for De Filippo et al., 2020, see https://github.com/Schmitz-lab/De-Filippo-et-al.-202

    A Florentine family in crisis: the Strozzi in the fifteenth century.

    No full text
    PhDIn 1434 the Strozzi lineage had held a leading position in Florentine society and government for at least one hundred and fifty years, and was one of the largest and wealthiest of the city's patrician lineages. The records of the catasto of 1427 and of the scrutiny of 1433 are used to give a profile of the dominant social, economic and political position of the Strozzi before the advent of Medicean dominance. Their record of electoral success, and the political and cultural leadership of influential and respected men such as Palla di Nofri and Matteo di Simone, with other factors, put the Strozzi amongst the greatest enemies of the victorious Medicean regime of late 1434. The effects of political opposition and exile on the lineage are examined both directly, through records of office-holding, and indirectly through such indicators as marriage alliances and household wealth. The two most prominent lines of the Strozzi were exiled after 1434. Palla di Nofri's life and preoccupations in his Paduan exile are examined, together with the lives of his sons; none of these Strozzi ever returned to Florence, pursued as they were by the enmity of the Medicean regime. The very different careers of Filippo di Matteo and his brother Lorenzo are also examined: how they succeeded in founding a lucrative bank in Naples, and in returning to Florence to 'rebuild' (rifare) the position of the Strozzi lineage there. The final decades of the century saw the Strozzi in an economically more secure position, due substantially to the efforts of Filippo. Except for a very small number of its members admitted into the regime, most of the lineage is here shown to have remained excluded from significant political office until after the fall of the Medici regime in 1494

    De Filippo et al., 2020

    No full text
    Code for De Filippo et al., 2020, see https://github.com/Schmitz-lab/De-Filippo-et-al.-202

    Sulla delinquenza e sulla pazzia dei militari : ricerche / del Dott. Filippo Saporito ; con prefazione del Prof. Gaspare Virgilio

    No full text
    Sulla delinquenza e sulla pazzia dei militari : ricerche / del Dott. Filippo Saporito ; con prefazione del Prof. Gaspare Virgilio Napoli : Stabilimento tip. R. Pesole, 1903 218 p. : ill. ; 28 cm

    L'EMILIA AI TEMPI DI FILIPPO RE TRA GEOGRAFIA E NATURA

    No full text
    Analisi dei quadri ambientali e dell'assetto terrioriale dell'Emilia-Romagna tra la fine del Settecento e l'inizio dell'Ottocento, in riferimento alle opere dell'agronomo e riformatore Filippo R

    Bardellini Filippo

    No full text
    Filippo Bardellini si occupò soprattutto di handicap e fondò alcune istituzioni allo scopo

    Pontani, Filippo Maria

    No full text
    Biografia di Filippo Maria Pontan

    Vues présentes sur le celtique cisalpin

    No full text
    Present views on Cisalpine Celtic. During the last twenty years, the knowledge of Lepontic and of Italian Gaulish has been notably enriched by very important finds, and also by numerous studies. The author proposes a synthesis of all new linguistical and cultural data provided by epigraphy in this particular resort.Dans les vingt dernières années la connaissance du lépontique et du gaulois d’Italie a été notablement enrichie par certaines trouvailles fort importantes ainsi que par de nombreuses études. Tableau synthétique des nouvelles données linguistiques et culturelles apportées par l’épigraphie de ce domaine.Motta Filippo. Vues présentes sur le celtique cisalpin. In: Etudes Celtiques, vol. 29, 1992. Actes du IXe congrès international d'études celtiques. Paris, 7-12 juillet 1991. Deuxième partie : Linguistique, littératures. pp. 311-318

    A Smooth 1-Parameter Family of Delaunay-Type Domains for an Overdetermined Elliptic Problem in Sn×R\mathbb {S}^n\times \mathbb {R} and Hn×R\mathbb {H}^n\times \mathbb {R}

    No full text
    We prove the existence of a non-compact smooth one-parameter family of domains Ωs⊂Mn×R, where Mn denotes the Riemannian manifold Sn or Hn (for n≥2), bifurcating from the straight cylinder B1×R (where B1 is a geodesic unit ball in Mn) such that there exists a positive solution u to (Formula presented.) for some positive constant λ, where g is the standard metric in Mn×R, and ν represents the unit normal vector about ∂Ωs. The domains Ωs are not straight cylinders but are periodic in the direction of R. This improves a previous result by the second and third author
    corecore