Skew cyclic codes through Drinfeld modules R589MXXHX4

URI	`m2://res/R589MXXHX4`
Kind	preprint
Creators	Giacomo Micheli, Mihran Papikian
Date	2026-09-26
MSC	11-XX
Subjects	arxiv math.NT
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
1VTVZG6GQS	statement	corollary 4.3	arxiv
2WNPY88JT3	definition	definition 5.1	arxiv
4BWWBJVVV7	statement	theorem 6.2	arxiv
6R2MTDS85X	statement	theorem 5.9	arxiv
979WG7CKY9	statement	theorem 5.4	arxiv
9R8V0HFHN0	statement	theorem 3.3	arxiv
A4SYX26BWA	statement	lemma 2.3	arxiv
CJGM7Z8FDV	definition	definition 5.7	arxiv
GK5Y18P037	statement	theorem 5.6	arxiv
H7HQZMZEJQ	statement	proposition 2.5	arxiv
HQMFHBMSW5	statement	proposition 2.4	arxiv
K5EJ7MBHA9	statement	proposition 6.4	arxiv
KTPXYPBKQA	definition	definition 3.1	arxiv
MDCFZGMQGK	statement	theorem 4.2	arxiv
N1E09FFPF5	statement	lemma 5.3	arxiv
N4A5NTZ8BP	statement	proposition 6.6	arxiv
NTWAGSNQZX	statement	proposition 2.7	arxiv
NWPH8WTXT8	statement	lemma 7.1	arxiv
Singleton bound	statement	proposition 5.8	arxiv
Q2TRV5R0S2	statement	proposition 3.2	arxiv
RX0XNHQRQ3	statement	theorem 3.5	arxiv
TYHDXHFE13	statement	lemma 6.1	arxiv
WH457SSBY7	definition	definition 4.1	arxiv
WKEA7YQZJF	statement	lemma 2.2	arxiv
WWFECKWSAE	statement	lemma 5.2	arxiv