Annali della Scuola Normale Superiore di Pisa. Classe di scienze

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  Año 2024, Vol. 25, Número 2

  • k-canonical divisors through Brill-Noether special points

    Iulia Gheorghita, Nicola Tarasca

    • Resumen

    págs. 649-668

    

  • The space of Gauss maps of complete minimal surfaces

    Antonio Alarcón López, Finnur Lárusson

    • Resumen

    págs. 669-688

    

  • Galerkin-type methods for strictly parabolic equations on compact Riemannian manifolds

    Melanie Graf, Michael Kunzinger, Darko Mitrovic

    • Resumen

    págs. 689-722

    

  • Multplicities and degree relative to a set

    Vincent Grandjean, Maria Michalska

    • Resumen

    págs. 723-764

    

  • Fractional Sobolev isometric immersions of planar domains

    Siran Li, Mohammad Reza Pakzad, Armin Schikorra

    • Resumen

    págs. 765-809

    

  • Gluing theory for slc surfaces and threefolds in positive characteristic

    Quentin Posva

    • Resumen

    págs. 811-886

    

  • Minimizing under relaxed symmetry constraints: Triple and N-junctions

    Giorgio Fusco

    • Resumen

    págs. 887-940

    

  • On threefolds with the smallest nontrivial monodromy group

    Serge Lvovski

    • Resumen

    págs. 941-963

    

  • Constant Q-curvature metrics with Delaunay ends: the nondegenerate case

    Joao Henrique Andrade, Rayssa Caju, João Marcos do Ó, Jesse Ratzkin, Almir Silva Santos

    • Resumen

    págs. 965-1031

    

  • Tachibana-type theorems on complete manifolds

    Giulio Colombo, Marco Mariani, Marco Rigoli

    • Resumen

    págs. 1033-1083

    

  • Alexander invariants and cohomology jump loci in group extensions

    Alexander I. Suciu

    • Resumen

    págs. 1085-1154

    

  • Chow ring of BSO(2n) in characteristic 2

    Nikita A. Karpenko

    • Resumen

    págs. 1155-1167

    

  • Bounded cohomology of finitely presented groups: vanishing, non-vanishing, and computability

    Francesco Fournier Facio, Clara Löh, Marco Moraschini

    • Resumen

    págs. 1169-1202

    

  • The complex Ginzburg-Landau equation perturbed by a force localised both in physical and Fourier spaces

    Vahagn Nersesyan

    • Resumen

    págs. 1203-1223