Tom 261 (2023)

Spis treści

Zeszyt 1

  • 1.

    Foundational aspects of uncountable measure theory: Gelfand duality, Riesz representation, canonical models, and canonical disintegration

    Asgar Jamneshan, Terence Tao

    Strony: 1-98

Zeszyt 2

  • 1.

    Finer topologies on pointsets in Polish spaces

    Howard Becker

    Strony: 99-131

  • 2.

    Characterisations of ${\varSigma }$-pure-injectivity in triangulated categories and applications to endocoperfect objects

    Raphael Bennett-Tennenhaus

    Strony: 133-155

  • 3.

    Infinite-dimensional Thurston theory and transcendental dynamics I: infinite-legged spiders

    Konstantin Bogdanov

    Strony: 157-200

Zeszyt 3

  • 1.

    On maps with continuous path lifting

    Jeremy Brazas, Atish Mitra

    Strony: 201-234

  • 2.

    Unboring ideals

    Adam Kwela

    Strony: 235-272

  • 3.

    Inverse limit slender groups

    Gregory R. Conner, Wolfgang Herfort, Curtis Kent, Petar Pavešić

    Strony: 273-295

  • 4.

    On the action of the ${\varSigma }(2,3,7)$ homology sphere group on its space of left-orders

    Kathryn Mann, Michele Triestino

    Strony: 297-302

Zawartość tomu

Zeszyt 1

Zeszyt 2

Zeszyt 3

Unboring ideals

Artykuł
Fundamenta Mathematicae
Adam Kwela
DOI: 10.4064/fm44-2-2023

Inverse limit slender groups

Artykuł
Fundamenta Mathematicae
Gregory R. Conner, Wolfgang Herfort, Curtis Kent, Petar Pavešić
DOI: 10.4064/fm118-12-2022
Tom 261 - Fundamenta Mathematicae | Wydawnictwa - Instytut Matematyczny Polskiej Akademii Nauk