Characterisations for coarse embeddability via quasi-locality and Schur multipliers Q4RZTN2EX6

URI	`m2://res/Q4RZTN2EX6`
Kind	preprint
Creators	Kang Li, Jiawen Zhang, Jingming Zhu
Date	2026-10-15
MSC	46-XX, 47-XX
Subjects	arxiv math.OA
Scope	in

Expressions

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

Item	Kind	Where	Source
1EBS7269E0	statement	proposition 6.4	arxiv
1Z1WN9H44Y	statement	theorem D	arxiv
G. Yu	definition	definition 2.3	arxiv
4M5C0GAC0Y	definition	definition 2.1	arxiv
64RKZ792Q3	statement	proposition 3.4	arxiv
7PS62MSTC6	statement	corollary 5.3	arxiv
7RJ7HWQKXJ	statement	lemma 6.2	arxiv
8HE7D3F6EZ	statement	proposition 5.8	arxiv
979R6YF4HE	statement	proposition 4.3	arxiv
A0WQ27YD15	statement	proposition 7.2	arxiv
AB3M4SDHZW	statement	proposition 6.7	arxiv
B1EB8MYVZ7	statement	lemma 5.6	arxiv
BV6HAJN5GV	statement	lemma 3.7	arxiv
BWGF4C9X0V	statement	lemma 5.12	arxiv
CSSWTGZNEB	statement	lemma 6.1	arxiv
GMMBW9WDK8	statement	lemma 5.13	arxiv
GRPR6ZAZF6	definition	definition 3.1	arxiv
HGJH0GQA38	statement	theorem 5.4	arxiv
HJ9BQ9ATCG	statement	lemma 5.2	arxiv
J39MBQSVZR	statement	proposition 3.6	arxiv
JCMGMXAGH9	statement	lemma 3.5	arxiv
JK2YJK8YNN	statement	lemma 4.1	arxiv
K5MPH76KCM	statement	proposition 5.7	arxiv
KG1VQTXDHR	statement	corollary 7.3	arxiv
M2HET7N3T5	definition	definition E	arxiv
MEEC541KMN	definition	definition 2.2	arxiv
MFW7G7MA7Z	statement	proposition 3.3	arxiv
N1HK3G9CDG	statement	lemma 5.9	arxiv
NT53XGFNHD	statement	theorem B	arxiv
NXT6E8YF0D	definition	definition A	arxiv
Q2EFFCAEA4	statement	lemma 7.1	arxiv
QPP02WVD42	statement	theorem C	arxiv
R0HHP3XCE8	statement	theorem F	arxiv
RJ1JME1TXV	statement	proposition 3.2	arxiv
VP854S1TF3	definition	definition 6.3	arxiv
VVE8CVD5DY	statement	proposition 5.10	arxiv
WGSNMFHB33	statement	corollary 4.2	arxiv
XHF27FRMN7	statement	corollary 4.4	arxiv
Z04SJEM8PF	statement	lemma 6.6	arxiv