Tom 262 (2023)

Spis treści

Zeszyt 1

  • 1.

    Characterizing the existence of a Borel complete expansion

    Michael C. Laskowski, Douglas S. Ulrich

    Strony: 1-35

  • 2.

    Dimension of images and graphs of little Lipschitz functions

    Bruce Hanson, Pamela Pierce, Miroslav Zelený, Ondřej Zindulka

    Strony: 37-70

  • 3.

    Loeb extension and Loeb equivalence II

    Haosui Duanmu, David Schrittesser, William Weiss

    Strony: 71-83

  • 4.

    Every CBER is smooth below the Carlson–Simpson generic partition

    Aristotelis Panagiotopoulos, Allison Wang

    Strony: 85-103

Zeszyt 2

  • 1.

    Non-absoluteness of Hjorth’s cardinal characterization

    Philipp Lücke, Ioannis Souldatos

    Strony: 105-128

  • 2.

    The special tree number

    Corey Bacal Switzer

    Strony: 129-151

  • 3.

    Lipschitz functions on quasiconformal trees

    David Freeman, Chris Gartland

    Strony: 153-203

Zeszyt 3

  • 1.

    A bounded sequence of bitransitive and capture Sierpiński curve Julia sets for 3-circle inversions

    Daniel M. Look

    Strony: 205-220

  • 2.

    A dynamical approach to nonhomogeneous spectra

    Jian Li, Xianjuan Liang

    Strony: 221-233

  • 3.

    There is a P-measure in the random model

    Piotr Borodulin-Nadzieja, Damian Sobota

    Strony: 235-257

  • 4.

    Comparing cubical and globular directed paths

    Philippe Gaucher

    Strony: 259-286

  • 5.

    Almost everywhere convergence of nets of operators and weak type maximal inequalities

    Giorgi Oniani

    Strony: 287-304

Zawartość tomu

Zeszyt 1

Zeszyt 2

Zeszyt 3

Tom 262 - Fundamenta Mathematicae | Wydawnictwa - Instytut Matematyczny Polskiej Akademii Nauk