Tom 263 (2023)

Spis treści

Cały tom

    Zeszyt 1

    • 1.

      The complexity of homeomorphism relations on some classes of compacta with bounded topological dimension

      Jan Dudák, Benjamin Vejnar

      Strony: 1-22

    • 2.

      On recurrence and entropy in the hyperspace of continua in dimension one

      Domagoj Jelić, Piotr Oprocha

      Strony: 23-50

    • 3.

      Belinskaya’s theorem is optimal

      Alessandro Carderi, Matthieu Joseph, François Le Maître, Romain Tessera

      Strony: 51-90

    • 4.

      New axioms for the lattice-ordered groups existentially closed in $\mathbf W^+$

      Brian Wynne

      Strony: 91-104

    Zeszyt 2

    • 1.

      Grothendieck $C(K)$-spaces and the Josefson–Nissenzweig theorem

      Jerzy Kąkol, Damian Sobota, Lyubomyr Zdomskyy

      Strony: 105-131

    • 2.

      The universal factorial Hall–Littlewood $P$- and $Q$-functions

      Masaki Nakagawa, Hiroshi Naruse

      Strony: 133-166

    • 3.

      Dehn quandles of groups and orientable surfaces

      Neeraj K. Dhanwani, Hitesh R. Raundal, Mahender Singh

      Strony: 167-201

    Zeszyt 3

    • 1.

      Classification of 2-component virtual links up to ${\varXi }$-moves

      Jean-Baptiste Meilhan, Shin Satoh, Kodai Wada

      Strony: 203-234

    • 2.

      Commutative unital rings elementarily equivalent to prescribed product rings

      Paola D’Aquino, Angus J. Macintyre

      Strony: 235-251

    • 3.

      Ramification current, post-critical normality and stability of holomorphic endomorphisms of $\mathbb P^k$

      François Berteloot, Maxence Brévard

      Strony: 253-270

    • 4.

      Selective separability properties of Fréchet–Urysohn spaces and their products

      Serhii Bardyla, Fortunato Maesano, Lyubomyr Zdomskyy

      Strony: 271-299

    Zawartość tomu

    Cały tom

    Zeszyt 1

    Belinskaya’s theorem is optimal

    Artykuł
    Fundamenta Mathematicae
    Alessandro Carderi, Matthieu Joseph, François Le Maître, Romain Tessera
    DOI: 10.4064/fm266-4-2023

    Zeszyt 2

    Zeszyt 3