Complexes of modules over hierarchical groups 55WT8DME6Y

URI	`m2://res/55WT8DME6Y`
Kind	preprint
Creators	Ioannis Emmanouil, Olympia Talelli
Date	2026-09-29
MSC	20-XX, 22-XX, 19-XX
Subjects	arxiv math.RT, arxiv math.KT
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
3VDESX6F60	statement	proposition 4.6	arxiv
5M4RMVKAJ8	statement	proposition B.1	arxiv
6BQTK6SWZ5	statement	corollary 3.2	arxiv
6BZVN55VJN	statement	corollary 4.3	arxiv
6JSFZQAKCB	statement	corollary 3.6	arxiv
71FFG8ZX4Q	statement	corollary B.2	arxiv
7KC02SQ5YS	statement	theorem 3.3	arxiv
7N1PDEX5SA	statement	lemma 3.1	arxiv
7N2G40GXSG	statement	lemma 1.5	arxiv
A7WCSHVQ1C	statement	corollary 2.8	arxiv
BD6D2CK8WC	statement	proposition 2.5	arxiv
F5HPST8WZC	statement	lemma 1.4	arxiv
G4QH9FRP83	statement	theorem A.5	arxiv
G8XBA5SD4G	statement	proposition 4.1	arxiv
H6XFWHSV4D	statement	corollary 1.3	arxiv
JWW78RGBYE	statement	proposition 4.7	arxiv
JXHAXK7NV9	statement	lemma 1.2	arxiv
KWKYVJZW3E	statement	lemma 2.1	arxiv
MDDEFAENH6	statement	lemma 1.1	arxiv
MDZSVFB8BR	statement	lemma A.1	arxiv
MZCY3F23RN	statement	corollary 4.2	arxiv
N7XK3DYTT1	statement	proposition A.2	arxiv
PEJKM4B5WC	statement	theorem	arxiv
RP3D2EAG0G	statement	corollary 3.5	arxiv
SQX34H722B	statement	corollary 2.4	arxiv
TNQF8K956J	statement	proposition 4.8	arxiv
TZMNQDAPMZ	statement	corollary 2.7	arxiv
V6BETPA2RD	statement	corollary 2.2	arxiv
VDWDTY1VZ7	statement	corollary 4.4	arxiv
VGEVG7SF5E	statement	lemma A.3	arxiv
WSCMFTD5K4	statement	theorem 2.6	arxiv
X46K8CV253	statement	corollary A.7	arxiv
XQR8PAMADH	statement	corollary A.6	arxiv
XQSY2D7HEH	statement	theorem 2.3	arxiv
ZJHC8X0827	statement	proposition A.4	arxiv
ZRC7ZQFT5J	statement	theorem 3.4	arxiv