Tom 217 (2025)

Spis treści

Cały tom

    Zeszyt 1

    • 1.

      A characterization of half-factorial orders in algebraic number fields

      Balint Rago

      Strony: 1-17

    • 2.

      Torsion and exceptional units

      Dino Lorenzini

      Strony: 19-66

    • 3.

      Restricted partition functions and the $r$-log-concavity of quasi-polynomial-like functions

      Krystian Gajdzica

      Strony: 67-94

    • 4.

      Congruences between Markov numbers

      Xiangfei Li

      Strony: 95-98

    Zeszyt 2

    • 1.

      Weighted Erdős–Kac theorems via computing moments

      Kai (Steve) Fan

      Strony: 99-158

    • 2.

      The least common multiple of polynomial values over function fields

      Alexei Entin, Sean Landsberg

      Strony: 159-187

    • 3.

      A correction to a result of Chinburg and Henriksen on powers of integer polynomials

      Daniel G. Zhu

      Strony: 189-196

    Zeszyt 3

    • 1.

      Potentially semistable deformation rings for representations with values in $\mathrm{PGL}_n$

      Agnès David, Sandra Rozensztajn

      Strony: 197-234

    • 2.

      Northcott numbers for generalized weighted Weil heights

      Masao Okazaki, Kaoru Sano

      Strony: 235-259

    • 3.

      Tetragonal modular quotients $X_0^+(N)$

      Petar Orlić

      Strony: 261-275

    • 4.

      A conjecture of Yu and Chen related to the Erdős–Lewin theorem

      Quan-Hui Yang, Lilu Zhao

      Strony: 277-286

    • 5.

      Solutions to a Romanoff type problem

      Yuchen Ding

      Strony: 287-294

    Zeszyt 4

    • 1.

      The Erdős distinct subset sums problem in a modular setting

      Stijn Cambie, Jun Gao, Younjin Kim, Hong Liu

      Strony: 295-307

    • 2.

      Uniform bounds for the number of rational points of bounded height on certain elliptic curves

      Marta Dujella

      Strony: 309-332

    • 3.

      Characteristic polynomials of isometries of even unimodular lattices

      Yuta Takada

      Strony: 333-378

    • 4.

      On the joint second moment of zeta and its logarithmic derivative

      Alessandro Fazzari

      Strony: 379-394

    Zawartość tomu

    Cały tom

    Zeszyt 1

    Zeszyt 2

    Zeszyt 3

    Zeszyt 4

    Tom 217 - Acta Arithmetica | Wydawnictwa - Instytut Matematyczny Polskiej Akademii Nauk