Tom 279 (2024)

Spis treści

Zeszyt 1

  • 1.

    On $\mathbb F_2^\omega $-affine-exchangeable probability measures

    Pablo Candela, Diego González-Sánchez, Balázs Szegedy

    Strony: 1-69

  • 2.

    Tracial states and $\mathbb G$-invariant states of discrete quantum groups

    Benjamin Anderson-Sackaney

    Strony: 71-96

Zeszyt 2

  • 1.

    A fundamental topological property of distance functions in Hilbert spaces

    Thomas Strömberg

    Strony: 97-128

  • 2.

    KMS states on the $\mathrm C^*$-algebras of Fell bundles over étale groupoids

    Rohit Dilip Holkar, Md Amir Hossain

    Strony: 129-177

  • 3.

    Weak type $A_p$ estimate for bilinear Calderón–Zygmund operators

    Linfei Zheng

    Strony: 179-190

Zeszyt 3

  • 1.

    A relative version of Daugavet points and the Daugavet property

    Trond Arnold Abrahamsen, Ramón J. Aliaga, Vegard Lima, André Martiny, Yoël Perreau, Antonín Procházka, Triinu Veeorg

    Strony: 191-241

  • 2.

    Ultra Feller operators from a functional-analytic perspective

    Alexander Dobrick, Julian Hölz, Markus C. Kunze

    Strony: 243-271

  • 3.

    Rigidity of isometries on idempotents

    Wenhua Qian, Yudi Shi, Wenming Wu, Zhang Xiang, Wei Yuan

    Strony: 273-291

Zawartość tomu

Zeszyt 1

Zeszyt 2

Zeszyt 3

Tom 279 - Studia Mathematica | Wydawnictwa - Instytut Matematyczny Polskiej Akademii Nauk