Back to search

Mathematics

加法组合中的调和级数

Harmonic progressions in additive combinatorics

Analogous to van der Waerden and Szemerédi theorems, this concept explores the existence of arithmetic progressions within sets of integers, specifically focusing on harmonic progressions. / 类似于范德瓦尔登和瑟梅雷迪定理,该概念探索整数集合中算术级数的存在性,特别关注调和级数。

Knowledge type
数学理论
First proposed or discovered
Proposer
Turkey Farm member
Creator
农场主
Last updated
2026-11-05 23:06:27
Login to save this node.

Sub-knowledge points

van der Waerden analogsSzemerédi analogsGreen–Tao analogs

Higher-order knowledge points

No connected node yet

Main parameters and performance indicators

No item recorded yet

Open problems

No unresolved problem recorded yet

Related literature

ranked by community stars
Harmonic progressions in additive combinatorics: van der Waerden, Szemerédi, and Green–Tao analogsOpen source

Related products and links

No item recorded yet

Creation and modification trail

1 records
automated knowledge publish农场主2026-11-05 23:06:27

Record title: Harmonic progressions in additive combinatorics.