• Search: "Arithmetic combinatorics"

Showing 1 - 20 of 148

1

On the Set of Points Represented by Harmonic Subseries.
Kovač, Vjekoslav
American Mathematical Monthly. Nov2025, Vol. 132 Issue 9, p895-911. 17p.

Arithmetic combinatorics Topological spaces Mathematicians Identities (Mathematics) Natural numbers Subharmonic functions
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2

Normal covering numbers for Sn and An and additive combinatorics.
Eberhard, Sean ; Mellon, Connor
Bulletin of the London Mathematical Society. Nov2025, Vol. 57 Issue 11, p3307-3325. 19p.

NONABELIAN groups ARITHMETIC combinatorics GROUP theory
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3

Mean value theorems in multiplicative systems and joint ergodicity of additive and multiplicative actions
Charamaras, Dimitrios
Transactions of the American Mathematical Society. 378:1883-1937

Relations between ergodi... Arithmetic combinatorics higher degree uniformity multiplicative structure... Ergodic theorems, spectr... multiplicative systems …
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4

Separating measurable recurrence from strong recurrence via rigidity sequences
Griesmer, John T.
Discrete and Continuous Dynamical Systems. 45:3411-3432

thin sets 0102 computer and inform... Dynamical Systems (math.... 01 natural sciences 11B30, 37A45 Arithmetic combinatorics …
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5

The Furstenberg–Sárközy theorem for polynomials in one or more prime variables
Doyle, John R. ; Rice, Alex
The Ramanujan Journal: An International Journal Devoted to the Areas of Mathematics Influenced by Ramanujan. 67(3)

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6

Extensions of the triangular D(3)-Pair {3, 6}.
Filipin, Alan ; Jurasić, Ana ; Szalay, László
Mathematica Slovaca; Aug2025, Vol. 75 Issue 4, p775-790, 16p

NUMBER theory MATHEMATICAL proofs POLYGONAL numbers INTEGERS ARITHMETIC combinatorics
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7

Quantitative expansivity for ergodic Zd$\mathbb {Z}^d$‐actions: Quantitative expansivity for ergodic \(\mathbb{Z}^d\)-actions
Fish, Alexander ; Skinner, Sean
Journal of the London Mathematical Society. 111

Arithmetic combinatorics higher degree uniformity Ramsey theory FOS: Mathematics Notions of recurrence an... Dynamical Systems (math.... …
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8

A density version of Hua’s theorem
Tan, Maoru
Forum Mathematicum.

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9

Semigroups of ideals and isomorphism problems
García-Sánchez, Pedro A. ; Tringali, Salvatore
Proceedings of the American Mathematical Society.

Arithmetic combinatorics higher degree uniformity Ideal theory for semigro... Archimedean-like propert... Semigroups in automata t... semigroup ideals …
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10

On generalized Narkiewicz constants of finite abelian groups
Gao, Weidong ; Hui, Wanzhen ; Li, Xue ; et al.
Acta Arithmetica. 212:133-172

Arithmetic combinatorics higher degree uniformity Finite abelian groups combinatorial constants... zero-sum sequences Inverse problems of addi... …
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11

On the distribution of quadratic residues
Shkredov, I.D.
In Finite Fields and Their Applications March 2025 103

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12

Additive and multiplicative Sidon sets.
Roche-newton, O. ; Warren, A.
Acta Mathematica Hungarica. Dec2021, Vol. 165 Issue 2, p326-336. 11p.

LOGICAL prediction ARITHMETIC combinatorics
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13

Towards characterizing the 2-Ramsey equations of the form ax + by = p(z)
Baja, Zsolt ; Dobák, Dániel ; Kovács, Benedek ; et al.
In Discrete Mathematics May 2023 346(5)

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14

Simplices in large sets and directional expansion in ergodic actions
Michael Björklund ; Alexander Fish
Forum of Mathematics, Sigma, Vol 12 (2024)

Relations between ergodi... 11B30 Ergodic theorems, spectr... 37A44 Dynamical systems involv... 37A30 …
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15

Arithmetic combinatorics on Vinogradov systems.
Mudgal, Akshat
Transactions of the American Mathematical Society. Aug2020, Vol. 373 Issue 8, p5491-5516. 26p.

MEAN value theorems ARITHMETIC combinatorics
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16

A convex set with a rich difference
Roche-Newton, O. ; Warren, A.
Acta Mathematica Hungarica. 168(2):587-592

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17

On some applications of GCD sums to arithmetic combinatorics
Shkredov, Ilya D.
In Journal of Number Theory February 2022 231:433-450

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18

SIDON SETS IN A UNION OF INTERVALS
RIBLET, R.
Acta Mathematica Hungarica. 167(2):533-547

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19

On those multiplicative subgroups of $${\mathbb F}_{2^n}^*$$ which are Sidon sets and/or sum-free sets: On those multiplicative subgroups of \({\mathbb F}_{2^n}^\ast\) which are Sidon sets and/or sum-free sets
Sihem Mesnager ; Claude Carlet ; Laboratoire Analyse, Géométrie et Applications (LAGA) ; et al.
Journal of Algebraic Combinatorics. 55:43-59

Analysis of algorithms a... 02 engineering and techn... APN exponents 01 natural sciences Arithmetic combinatorics higher degree uniformity …
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20

Partition regularity and multiplicatively syndetic sets
Chapman, Jonathan
Chapman, J 2020, 'Partition regularity and multiplicatively syndetic sets', Acta Arithmetica, vol. 196, no. 2, pp. 109-138. https://doi.org/10.4064/aa190421-11-3

Mathematics - Number The... 11B30 (Primary) 05D10 (S... 01 natural sciences Partition regularity Multiplicatively syndeti... Arithmetic combinatorics …
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