On the Maximal Length of MDS Elliptic Codes
2026-05-29T08:51:43Z•80c42f2ac271ea58a949a7c94224a454a688dca7d2d4913273edec1229d995ef
HAPSMDSMIMO-FASPASSPSMSet-Shaping-Theoryangular-aware-clusteringcell-free-RANchannel-estimationcoding-theorydatabase-indexingdiffusion-modelselliptic-codesextreme-value-theoryfinite-blocklengthhashingmulti-waveguidepinching-antennaport-selectionprivacyprivate-simultaneous-messagessecure-distributed-hypothesis-testingtail-latencyuRLLCuser-scheduling
What happened
This document is an arXiv RSS bundle (multiple new submissions) covering advances across coding theory, wireless communications, sensing, databases, and information-theoretic security. Highlights: (1) Coding theory — tightened bounds and exact formulas for the maximal length of q-ary MDS elliptic codes, resolving parity/square-field edge cases. (2) Reliable low-latency comms — a tail-risk-aware user-centric clustering method for uRLLC in cell-free RAN using extreme value theory and POT for latency-violation modeling. (3) Antenna/waveguide systems — hierarchical scheduling and joint power/PA‑(p
Why it matters
A reviewed impact interpretation has not been published for this record.
Evidence and limitations
- Source ID
- arxiv_math_it
- Record identifier
- 80c42f2ac271ea58a949a7c94224a454a688dca7d2d4913273edec1229d995ef
- Enrichment time
- 2026-05-29T08:51:43Z
- AI-assisted enrichment
- Yes
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