Catalogo Ricerca

Catalogo Ricerca: [20806] Home page macrotipologia

Sfoglia

1 Contributo su Rivista 12607
- 1.1 Articolo in rivista 11876
- 1.2 Recensione in rivista 647
- 1.3 Scheda bibliografica 48
- 1.4 Nota a sentenza 0
- 1.5 Abstract in rivista 28
- 1.6 Traduzione in rivista 8

10 Risorse online 0
- 10.1 Audiovisual 0

2 Contributo in Volume 3993

3 Libro 923
- 3.1 Monografia o trattato scientifico 733
- 3.2 Concordanza 3
- 3.3 Indice 1
- 3.4 Bibliografia 5
- 3.5 Edizione critica 120
- 3.6 Pubblicazione di fonti inedite 20
- 3.7 Commento scientifico 7
- 3.8 Traduzione di libro 34

4 Contributo in Atti di Convegno (Proceeding) 1413
- 4.1 Contributo in Atti di convegno 1187
- 4.2 Abstract in Atti di convegno 180
- 4.3 Poster 46

5 Altro 264
- 5.01 Composizione 11
- 5.02 Disegno 0
- 5.03 Design 0
- 5.04 Performance 12
- 5.05 Esposizione 1
- 5.06 Mostra 17
- 5.07 Manufatto 0
- 5.08 Prototipo d'arte e relativi progetti 0
- 5.09 Cartografia 0
- 5.10 Banca dati 53
- 5.11 Software 4
- 5.12 Altro 166

6 Brevetti 121
- 6.1 Brevetto 121

7 Curatele 466
- 7.1 Curatela 466

8 Altro non ministeriale 281

9 Tesi PhD 738
- 9.1 Tesi PhD 738

Prodotti recenti

Solvability and regularity for the electrostatic Born-Infeld equation with general charges

In electrostatic Born-Infeld theory, the electric potential u ρ generated by a charge distribution ρ in R m (typically, a Radon measure) minimizes the action ∫ R m ( 1 − √ 1 − ∣ D ψ ∣ 2 ) d x − ⟨ ρ , ψ ⟩ among functions which decay at infinity and satisfy ∣ D ψ ∣≤ 1 . Formally, its Euler-Lagrange equation prescribes ρ as being the Lorentzian mean curvature of the graph of u ρ in Minkowski spacetime L m + 1 . However, because of the l...

Double Bubbles with High Constant Mean Curvatures in Riemannian Manifolds

We obtain existence of double bubbles of large and constant mean curvatures in Riemannian manifolds. These arise as perturbations of geodesic standard double bubbles centered at critical points of the ambient scalar curvature and aligned along eigen-vectors of the ambient Ricci tensor. We also obtain general multiplicity results via Lusternik-Schnirelman theory, and extra ones in case of double bubbles whose opposite boundaries have the same mean curvature.

Conformal metrics with prescribed scalar and mean curvature

We consider the case with boundary of the classical Kazdan-Warner problem in dimension greater or equal than three, i.e. the prescription of scalar and boundary mean curvatures via conformal deformations of the metric. We deal in particular with negative scalar curvature and boundary mean curvature of arbitrary sign, which to our knowledge has not been treated in the literature. We employ a variational approach to prove new existence results, especially in three dimensions. One of the p...

On some variational problems involving capacity, torsional rigidity, perimeter and measure

We investigate the existence of a maximiser among open, bounded, convex sets in $R^d,,dge 3$ for the product of torsional rigidity and Newtonian capacity (or logarithmic capacity if $d=2$), with constraints involving Lebesgue measure or a combination of Lebesgue measure and perimeter.

Between real and virtual: strategies of mobilisation of the radical right in Eastern Europe

In this article, we explore radical right mobilisation beyond the electoral arena, looking at its characteristics and forms, as well as intensity and related factors (such as the preferred targets and issues). Within a comparative study of four country cases in Central and Eastern Europe the analysis is carried out by drawing on two novel datasets: i. a protest event analysis of RR street mobilisation (from 2008 to 2016; for a total of 1040 events collected) and, ii. formalised web content an...

Scopri

Accesso al fulltext

no fulltext16293
open2296
reserved1698
partially open425
embargoed90
mixed4