Subgroup Perfect Codes in Bi-Cayley Graphs RNGNWGMX85

URI	`m2://res/RNGNWGMX85`
Kind	preprint
Creators	Masoumeh Koohestani, Nasrin Soltankhah, Mohsen Ghasemi
Date	2026-10-12
MSC	05-XX
Subjects	arxiv math.CO
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
268EXP61T5	statement	proposition 3.20	arxiv
2AR7GQ5KAH	statement	proposition 3.21	arxiv
38EN3AR8C0	example	example 3.12	arxiv
429VYEMMJW	statement	corollary 3.8	arxiv
65184SR8SR	statement	lemma 3.9	arxiv
8ZJWZGHW9G	example	example 3.3	arxiv
9CRTZEQ9YN	statement	corollary 3.6	arxiv
BHYTQY6E3N	statement	fact 3.4	arxiv
BVWQ7K6YR3	statement	lemma 3.16	arxiv
DQ1KAEYPPR	statement	theorem 3.5	arxiv
E9M928PB5V	statement	lemma 3.11	arxiv
EDP75731H8	statement	corollary 2.3	arxiv
GVXS5D1CM2	example	example 3.15	arxiv
M81W8QTB18	statement	corollary 3.19	arxiv
N12Z8TGY24	statement	lemma 3.1	arxiv
NGH1G16C23	example	example 3.17	arxiv
Q2312D7MBZ	statement	theorem 3.13	arxiv
RK4QXW554F	statement	proposition 2.1	arxiv
SDH0F7STTP	definition	definition 3.2	arxiv
VQASDH57TM	statement	proposition 3.14	arxiv
WBP4F039NK	statement	theorem 3.18	arxiv
WZ4ND1YB8R	statement	lemma 2.2	arxiv
X6PG4JKSBJ	statement	proposition 3.7	arxiv
Y822MJCK63	statement	lemma 3.10	arxiv