Tom 267 (2024)

Cały tom

Zeszyt 1

• 1.

  The dynamics of measurable pseudo-Anosov maps

  Philip Boyland, André de Carvalho, Toby Hall

  Strony: 1-24

• 2.

  Minimal number of periodic orbits for non-singular Morse–Smale flows in odd dimension

  Maria Alice Bertolim, Christian Bonatti, Margarida Pinheiro Mello, Gioia Maria Vago

  Strony: 25-85

• 3.

  Application of waist inequality to entropy and mean dimension: II

  Masaki Tsukamoto

  Strony: 87-98

Zeszyt 2

• 1.

  Degree one maps on 4-manifolds with cyclic fundamental groups

  Yang Su, Shicheng Wang, Zhongzi Wang

  Strony: 99-116

• 2.

  Complete characterizations of hyperbolic Coxeter groups with Sierpiński curve boundary and with Menger curve boundary

  Daniel Danielski, Michael Kapovich, Jacek Świątkowski

  Strony: 117-128

• 3.

  Definable compactness in definably complete locally o-minimal structures

  Masato Fujita

  Strony: 129-156

• 4.

  The Nadler–Quinn problem for simplicial inverse systems

  Andrea Ammerlaan, Ana Anušić, L. C. Hoehn

  Strony: 157-180

• 5.

  P-ideal dichotomy and Tukey order

  Stevo Todorcevic

  Strony: 181-194

Zeszyt 3

• 1.

  The distribution of genera of 2-bridge knots

  Moshe Cohen, Abigail Dinardo, Adam M. Lowrance, Steven Raanes, Izabella M. Rivera, Andrew J. Steindl, Ella S. Wanebo

  Strony: 195-229

• 2.

  Which pairs of cardinals can be Hartogs and Lindenbaum numbers of a set?

  Asaf Karagila, Calliope Ryan-Smith

  Strony: 231-241

• 3.

  On Félix–Tanré rational models for polyhedral products

  Katsuhiko Kuribayashi

  Strony: 243-265

• 4.

  Large deviation and central limit theorems for sequential and random Lasota–Yorke convex maps

  Hongfei Cui, Jiaxiang Sui

  Strony: 267-289