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Q‑Address: Tick‑Canonical Macro Phase Window + Micro Slot Addressing for Cycle‑Anchored Phase‑Coordination Systems

Tarik Ouardi

2025Zenodo (CERN European Organization for Nuclear Research)17 citationsDOIOpen Access PDF

Abstract

Q-Address specifies a minimal addressing primitive for systems that coordinate actions using cycle-anchored phase windows on a cyclic phase variable φ(t) ∈ [0,1) ≅ S¹. The design separates: Macro timing: a cycle index plus a phase-window specification (window center and half-width), encoded canonically using fixed-point ticks (integers). Micro timing: a slot field that supports local sequencing/offsets inside the window (local-only), enabling high-resolution control without requiring a globally shared fine-grained timestamp. For interoperability and verification, Q-Address uses tick-canonical semantics (no floating-point boundary checks). Human-facing displays (e.g., HS degrees or other UI labels) are derived only and must not drive verification. Normative dependency:Phase-Coordination Series Conventions (defines (t0, T_cycle), n(t), φ(t), modulo conventions, wrap-safe windows, tick encoding, and boundary semantics):https://doi.org/10.5281/zenodo.18068999 Machine compatibility:This release uses the schema tag qaddr_schema = "TV-QADDR-2025-12". Keywords: Q-Address, phase coordination, phase windows, cycle index, ticks, fixed-point encoding, interoperability, scheduling, distributed systems, quantum networks.

Topics & Concepts

Computer scienceModuloMacroInteroperabilityWindow (computing)Phase (matter)AlgorithmBoundary (topology)Schema (genetic algorithms)Semantics (computer science)Series (stratigraphy)Theoretical computer scienceField (mathematics)Topology (electrical circuits)Electronic engineeringEngineeringMathematicsControl systemBoundary value problemArithmeticSystems designOffset (computer science)Distributed computingVariable (mathematics)Control theory (sociology)Process (computing)Three-phaseParallel Computing and Optimization TechniquesAdvanced Memory and Neural ComputingQuantum Computing Algorithms and Architecture
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