Explicit Rank Extractors and Subspace Designs via Function Fields, with Applications to Strong Blocking Sets
2026-04-16T08:51:49Z•248e089c6841c3adae9900750307a5649c6503007422e40054677cf1ac3079aa
ALOHAAoIRIS-CSI-estimation-ML-inference (RISnet)age-of-informationapproximate-message-passingbinary-erasure-channelcompressed-sensingdistributed-sensor-networksentropyfunction-fieldshalf-duplexinformation-velocitylinear-algebraic-pseudorandomnesslog-sum-penaltyphase-retrievalphase-transitionpolynomial-identity-testingrank-extractorsreconfigurable-intelligent-surfaceriemannian-optimizationshannon-mcmillan-breimanstrong-blocking-setssubspace-designsvarepsilon-biased-setsweighted-RGD
What happened
This collection of new arXiv submissions (math/information theory) covers advances in algebraic pseudorandomness (explicit lossless rank extractors, weak subspace designs, and strong s‑blocking sets via function fields and polynomial-identity-testing), information-theoretic limits and stability results (stability of the Shannon–McMillan–Breiman theorem under sublinear parsings; bounds for entropic optimal transport via a rate-distortion integral), and a range of applied communications and signal-processing topics (Age-of-Information optimization in half‑duplex distributed sensor networks; AoI/
Why it matters
A reviewed impact interpretation has not been published for this record.
Evidence and limitations
- Source ID
- arxiv_math_it
- Record identifier
- 248e089c6841c3adae9900750307a5649c6503007422e40054677cf1ac3079aa
- Enrichment time
- 2026-04-16T08:51:49Z
- AI-assisted enrichment
- Yes
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