Annali della Scuola Normale Superiore di Pisa. Classe di scienze

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  Año 2022, Vol. 23, Número 3

  • Heat kernel estimates for general symmetric pure jump Dirichlet forms

    Zhen Qing Chen, Takashi Kumagai, Jian Wang

    • Resumen

    págs. 1091-1140

    

  • Positive solutions of Schrödinger equations in product form and Martin compactifications of the plane

    Minoru Murata, Tetsuo Tsuchida

    • Resumen

    págs. 1141-1194

    

  • The angular Laplacian on symmetric Damek-Ricci spaces

    Roberto Camporesi

    • Resumen

    págs. 1195-1291

    

  • Global well-posedness for the non-linear Maxwell-Schrödinger system

    Paolo Antonelli, Pierangelo Marcati, Raffaele Scandone

    • Resumen

    págs. 1293-1324

    

  • Two balls maximize the third Neumann eigenvalue in hyperbolic space

    Pedro Freitas, Richard Snyder Laugesen

    • Resumen

    págs. 1325-1355

    

  • Small heights in large non-Abelian extensions

    Linda Frey

    • Resumen

    págs. 1357-1393

    

  • Goldbach numbers in short intervals

    Lasse Grimmelt

    • Resumen

    págs. 1395-1416

    

  • Stability estimates for invariant measures of diffusion processes, with applications to stability of moment measures and Stein kernels

    Max Fathi, Dan Mikulincer

    • Resumen

    págs. 1417-1445

    

  • Linear Forms in Polylogarithms

    Sinnou David, Noriko Hirata Kohno, Makoto Kawashima

    • Resumen

    págs. 1447-1490

    

  • Polynomial mixing for time-changes of unipotent flows

    Davide Ravotti

    • Resumen

    págs. 1491-1506

    

  • Quartic differentials and harmonic maps in conformal surface geometry

    Francis E. Burstall, Emilio Musso, Mason Pember

    • Resumen

    págs. 1507-1524

    

  • Compact hyper-Kähler categories

    Roland Abuaf

    págs. 1525-1563

    

  • On the uniqueness of complete biconservative surfaces in 3-dimensional space forms

    Simona Nistor, Cezar Oniciuc

    • Resumen

    págs. 1565-1587

    

  • Propriétés de la hauteur de Faltings

    Gaël Rémond

    • Resumen

    págs. 1589-1596