Tom 72 (2024)

Spis treści

Zeszyt 1

  • 1.

    Some theorems related to a problem of Ruziewicz

    Jan Mycielski, Grzegorz Tomkowicz

    Strony: 1-5

  • 2.

    A tiling property for actions of amenable groups along Tempelman Følner sequences

    Jonathan Boretsky, Jenna Zomback

    Strony: 7-16

  • 3.

    A note on Łoś theorem without the Axiom of Choice

    Toshimichi Usuba

    Strony: 17-44

  • 4.

    Mahler coefficients of a certain class of compatible functions on $\mathbb{Z}_{p}$

    Nacima Memić

    Strony: 45-60

  • 5.

    Arrangements of inflectional lines, hyperosculating conics, and plane cubics

    Artur Bromboszcz

    Strony: 61-66

  • 6.

    Compactness and symmetric well-orders

    Abhijit Dasgupta

    Strony: 67-80

  • 7.

    Exact solutions to first-passage problems for jump-diffusion processes

    Mario Lefebvre

    Strony: 81-95

Zeszyt 2

  • 1.

    Monochromatic sumsets in countable colourings of abelian groups

    Imre Leader, Kada Williams

    Strony: 97-102

  • 2.

    $p$-adic equiangular lines and $p$-adic van Lint–Seidel relative bound

    K. Mahesh Krishna

    Strony: 103-110

  • 3.

    On the addition technique for Betti and Poincaré polynomials of plane curves

    Piotr Pokora

    Strony: 111-118

  • 4.

    New approach to the Huygens, Wilker, Cusa and Mitrinović–Adamović type inequalities

    Monika Nowicka, Alfred Witkowski

    Strony: 119-125

  • 5.

    On the Jewett–Krieger theorem for amenable groups

    Benjamin Weiss

    Strony: 127-130

  • 6.

    Bilinearity of the Cauchy exponential difference

    Horst Alzer, Janusz Matkowski

    Strony: 131-135

  • 7.

    On generic linear equations with skew-symmetric coefficient matrices

    Takuo Fukuda, Stanisław Janeczko

    Strony: 137-160

  • 8.

    Conformal invariants of isometric embeddings of the smooth metrics of a surface

    Santiago R. Simanca

    Strony: 161-187

Zawartość tomu

Zeszyt 1

Zeszyt 2

Tom 72 - Bulletin of the Polish Academy of Sciences Mathematics | Wydawnictwa - Instytut Matematyczny Polskiej Akademii Nauk