1,191 research outputs found
Mito e poesia: l' 'Ariadne' di Otto Friedrich Gruppe nel suo tempo
Saggio su 'Ariadne. Die tragische Kunst der Hriechen in ihrer Entwickelung und in ihrem Zusammenhang' (1834) di Otto Friedrich Gruppe (1804-1876), filologo classico, filosofo e poeta
Mito e poesia: l' 'Ariadne' di Otto Friedrich Gruppe nel suo tempo
Saggio su 'Ariadne. Die tragische Kunst der Hriechen in ihrer Entwickelung und in ihrem Zusammenhang' (1834) di Otto Friedrich Gruppe (1804-1876), filologo classico, filosofo e poeta
Demetrius Author of the treatise 'On style'
Badian, Ernst (Cambridge, MA), Schütrumpf, Eckart E. (Boulder, CO), Günther, Linda-Marie (Munich), Meier, Mischa (Bielefeld), Strothmann, Meret
(Bochum), Mehl, Andreas (Halle/Saale), Will, Wolfgang (Bonn), Eck, Werner (Cologne), Makris, Georgios (Bochum), Rist, Josef (Würzburg) et al.,
“Demetrius”, in: Brill’s New Pauly, Antiquity volumes edited by: Hubert Cancik and , Helmuth Schneider. Consulted online on 13 May 2017
First published online: 2006
First print edition: 9789004122598, 2011051
A generation result for a class of elliptic operators with unbounded coefficients in L\sp p spaces
We consider strongly elliptic second-order differential operators with possibly unbounded lower order coefficients. We comment and give a sketch of the proof of a generation result of C_0-semigroups on L^p(R^N),
Demetrius Author of the treatise 'On style'
Badian, Ernst (Cambridge, MA), Schütrumpf, Eckart E. (Boulder, CO), Günther, Linda-Marie (Munich), Meier, Mischa (Bielefeld), Strothmann, Meret
(Bochum), Mehl, Andreas (Halle/Saale), Will, Wolfgang (Bonn), Eck, Werner (Cologne), Makris, Georgios (Bochum), Rist, Josef (Würzburg) et al.,
“Demetrius”, in: Brill’s New Pauly, Antiquity volumes edited by: Hubert Cancik and , Helmuth Schneider. Consulted online on 13 May 2017
First published online: 2006
First print edition: 9789004122598, 2011051
Maximal regularity in L^p(R^N) for a class of elliptic operators with unbounded coefficients
Strongly elliptic differential operators with (possibly) unbounded lower order coefficients are shown to generate C_0-semigroups on L^p(R^N), 1<p<+\infty. An explicit characterization of the domain is give
Le emozioni dei robot, l’arte, la letteratura. Qualche considerazione
Can we say that artificial intelligence systems express emotions? And what are the emotions they arouse? To what extent can artificial intelligence change our concepts of ‘art’, ‘creativity’, ‘literature’, ‘author’? The article asks these questions, starting with Kazuo Ishiguro’s novel Klara and the Sun (2021) and Daniel Kehlmann’s essay, Mein Algorithmus und ich (2021)
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