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Binary Cyclic Gradient Coding: Exact Recovery and Robustness to Compression ZRE2WQR5XA

URIm2://res/ZRE2WQR5XA
Kindpreprint
CreatorsHassan Ou-azzou, Imad Kissami, El Houcine Bergou
Date2026-10-14
Subjectsarxiv cs.IT, arxiv math.IT
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-14
IdsarXiv 2610.20087

Items in this resource

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

ItemKindWhereSource
Cyclic support, non-divisible casedefinitiondefinition IV.2arxiv
Coarser partitionstatementproposition V.4arxiv
Error of the decoded updatestatementproposition V.2arxiv
Convergence on coarse partitionsstatementproposition V.7arxiv
Effect of the decoded classexampleexample V.11arxiv
GFRC encoding matrixdefinitiondefinition IV.10arxiv
Non-equivalence with FRCstatementproposition III.11arxiv
97FHMWK4CGstatementtheorem IV.13arxiv
9921ZJS4S5statementproposition IV.8arxiv
Distinct partitionsstatementproposition V.10arxiv
9Y9403M137statementproposition IV.4arxiv
Contractive compressordefinitiondefinition V.5arxiv
D8DZKAAQWGstatementproposition III.5arxiv
JG6FRMHQYMstatementproposition III.4arxiv
JV8EHGS6S3definitiondefinition II.1arxiv
Recovery, non-divisible casestatementtheorem IV.5arxiv
Cyclic supportdefinitiondefinition III.3arxiv
QM35HACC3Vstatementproposition II.3arxiv
Class sizesstatementlemma III.1arxiv
Cyclic supports separate adjacent chunksstatementproposition V.9arxiv
Class sizesstatementlemma IV.1arxiv
SS9HX0FTQFstatementproposition III.10arxiv
$n=11$, $s=2$exampleexample IV.7arxiv
TB8HMG2Z4Vstatementproposition III.2arxiv
VQSKVK4Q5Sexampleexample IV.12arxiv
X3HXAHC1BEexampleexample III.8arxiv
XAYK35TDKQstatementtheorem III.6arxiv
Binary decodingstatementcorollary V.3arxiv
Z3DA6M4GCAstatementcorollary V.8arxiv

Catalogue records