Tom 278 (2024)

Spis treści

Zeszyt 1

  • 1.

    Some classification results for generalized $q$-Gaussian von Neumann algebras

    M. Junge, Stephen Longfield, Bogdan Udrea

    Strony: 1-48

  • 2.

    More on the (uniform) Mazur intersection property

    Deepak Gothwal

    Strony: 49-67

  • 3.

    Fully closed mappings and LUR renormability

    Todor Manev

    Strony: 69-79

  • 4.

    Non-negative crystalline and Poisson measures in the Euclidean space

    Sergii Yu. Favorov

    Strony: 81-98

Zeszyt 2

  • 1.

    A Poincaré–Bendixson theorem for flows with arbitrarily many singular points

    Tomoo Yokoyama

    Strony: 99-172

  • 2.

    Embeddings into de Branges–Rovnyak spaces

    Bartosz Malman, Daniel Seco

    Strony: 173-194

Zeszyt 3

  • 1.

    Regularisation of cylindrical Lévy processes in Besov spaces

    Matthew Griffiths, Markus Riedle

    Strony: 195-231

  • 2.

    Positivity conditions on the annulus via the double-layer potential kernel

    Michael T. Jury, Georgios Tsikalas

    Strony: 233-265

  • 3.

    Weak$^*$-simplicity of convolution algebras on discrete groups

    Jared T. White

    Strony: 267-289

Zawartość tomu

Zeszyt 1

Zeszyt 2

Zeszyt 3

Tom 278 - Studia Mathematica | Wydawnictwa - Instytut Matematyczny Polskiej Akademii Nauk