8,809 research outputs found

    La popolazione italiana del Quattrocento e Cinquecento

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    Il Quattrocento e il Cinquecento rappresentano un periodo cruciale per la storia nazionale, corrispondente alla fase conclusiva di quella centralità economico-culturale che aveva caratterizzato la Penisola fin dai tempi dell’Impero Romano. Dal punto di vista demografico, si tratta del periodo in cui si completa il recupero del relativo spopolamento causato principalmente dalla Peste Nera del 1348 e dalle epidemie successive, e in cui tornano a manifestarsi i segni di un equilibrio precario tra popolazione e risorse. Tuttavia, la storia della popolazione italiana durante tali secoli risulta chiaramente poco studiata, lacuna a cui questo volume si propone di rimediare

    Sobre el buen planteamiento de una ecuación del tipo r-BO bidimensional

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    En este trabajo tratamos el buen planteamiento en los espacios de Sobolev Hs (R2) del problema de Cauchy asociado a la ecuación del tipo r-BO bidimensional [Fórmula Matemátiva] donde u(x, y, t) es real si x, y, t ∈ R. También, estableceremos resultados sobre la continuación única, para esta ecuación. (Texto tomado de la fuente)Abstract. In this work we treat the well-posedness in the Sobolev spaces Hs(R2) of the Cauchy problem associated to the r-BO type equation. [Mathematical Formula] where u(x, y, t) is real if x, y, t ∈ R2. Also, we establish results over unique continuation, for this equation.Maestrí

    L'osteria del Cappello

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    The rate of return to investment in R&D : The case of research infrastructures

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    The return to R&D investment and activities has been the object of a vast literature, both from a theoretical and empirical perspective. The aim of this overview is to present a selection of contributions to underscore the main shared findings and highlight open issues, while also providing a preliminary analysis of the returns to R&D investment in large research infrastructures (RIs) in Europe. First, a common methodological framework is distilled from the macro-literature, examining the return to R&D in aggregate terms. Then, the evaluation in the context of specific projects, mainly in large RIs, is examined, followed by the explicit consideration of externalities and spillover effects of research activities. A novel empirical analysis of European RIs is also presented, based on a novel data set, to highlight trends and suggest new avenues for the evaluation of the rate of return to investments in research infrastructures, using both a cost effectiveness ratio and a bibliometric citation count as metrics to evaluate the return to R&D investment in these facilities. Directions for future research are sketched in the concluding section

    Continuación única y buen planteamiento de la ecuación r-BO

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    En este trabajo tratamos el buen planteamiento en los espacios de Sobolev Hs(R) y en los espacios de Sobolev con pesos =s;r del problema de Cauchy asociado a la ecuación on r-BO [Formula matemática] donde u(x; t) es real si x, t 2 R. También, estableceremos resultados sobre la continuación única, para esta ecuación. (Texto tomado de la fuente)Abstract. In this work we treat the well-posedness in the Sobolev spaces Hs(R) and in the Sobolev spaces with weights =s;r of the Cauchy problem associated to the r-BO equation [Formula Matemática] where u(x; t) is real if x, t 2 R. Also, we establish results over unique continuation, for this equation.Maestrí

    El problema de Cauchy asociado a una generalización de la ecuación del tipo r-BO bidimensional

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    En el presente trabajo se estudia el buen planteamiento y la continuación única, en los espacios de Sobolev Hs (R 2 ) y en los espacios de Sobolev anisotrópicos con pesos F s1,s2 r1,r2 (R 2 ), del problema de Cauchy asociado a la ecuación r-BO: u ∈ C ([0, T] , Hs (R 2 )) ut + Hxuxt + Hyuxy + uux = 0 u(0) = ϕ ∈ Hs (R 2 ) (0-1) donde ∈ 0, Hx es la transformada de Hilbert en la variable x, Hy es la transformada de Hilbert en la variable y, y u(t, x, y) es una funci´on de valor real. Palabras clave: Problema de Cauchy, Transformada de Hilbert, Buen planteamiento local y global, Ecuación r-BO. (Texto tomado de la fuente)In this paper we study the well-posedness and unique continuation in Sobolev spaces Hs (R 2 ) and anisotropic weigthed Sobolev spaces F s1,s2 r1,r2 (R 2 ), for the Cauchy problem associated to the equation r-BO: u ∈ C ([0, T] , Hs (R 2 )) ut + Hxuxt + Hyuxy + uux = 0 u(0) = ϕ ∈ Hs (R 2 ) where ∈ 0, Hx is the Hilbert transformed in the variable x and Hy is the Hilbert transformed in the variable y, and u(t, x, y) is a real-valued function.Maestrí
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