Bounding Fixed Points of Non-Monotone Processes: Theory to Practice
2026-05-11T08:52:07Z•35d8f64e17532860ea133c71819156d2d45f8a7b6bb59d0432cb24d2db7f621b
CktFormalizerHDLKeYLLM-driven-synthesisLean4PPA-optimizationabstract-interpretationanswer-set-programmingapproximation-fixpoint-theoryautoactive-verificationautoformalizationdependent-typesformal-methodshardware-designincorrectness-typinginteractive-verificationmachine-checked-proofsnon-monotone-processesprogram-verificationspeculative-analysisstatic-analysissynthesis-place-and-routetheorem-provingtype-systemsverification-modulo-testing','DUALIS','CHC-solvers','ICE‑learnin
What happened
Collection of recent programming-languages and formal-methods papers (May 2026) presenting practical advances and tools: (1) principled approximations for fixed points of non‑monotone operators via Approximation Fixpoint Theory with an abstract‑interpretation soundness proof, controlled unsoundness tightening, and polynomial‑time variant (applied to answer‑set programming and speculative program analysis); (2) a source‑level interactive/autoactive verification UX implemented as a KeY plugin to let users inspect and manipulate proof state; (3) CktFormalizer — an LLM‑guided hardware generation/“
Why it matters
A reviewed impact interpretation has not been published for this record.
Evidence and limitations
- Source ID
- arxiv_cs_pl
- Record identifier
- 35d8f64e17532860ea133c71819156d2d45f8a7b6bb59d0432cb24d2db7f621b
- Enrichment time
- 2026-05-11T08:52:07Z
- AI-assisted enrichment
- Yes
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