What question did this study set out to answer?

This research aims to define a comprehensive communications framework using operator-algebraic methods in quantum settings.

May 21, 2026Open Access

ITU Tier 1+ #14: Communications (Kcomm)

Puntos clave

This research aims to define a comprehensive communications framework using operator-algebraic methods in quantum settings.
Defines K_comm as a modular Hamiltonian on multiple quantum Hilbert spaces.
Analyzes numerical results related to Shannon capacity and future telecommunications targets.
Discusses predictions for 5G, 6G, and quantum networking initiatives.
K_comm derived from K_QG using CLPW methodology; predicts Shannon capacity enhancements.
Identifies 6G targets for 2030 and the potential creation of a global quantum internet by 2035.
Forecasts success rates for multiple standards and projects, with metrics defined.

Resumen

Tier 1+ Pass-1. 5 paper 14 of 45. ITU-derived communications on channel + protocol + packet + modulation + quantum. Defines Kcomm = -log ρcomm as the operator-algebraic modular Hamiltonian on Hchannel ⊗ Hₚrotocol ⊗ Hₚacket ⊗ Hₘodulation ⊗ Hquantum. Kcomm inherits from KQG via the CLPW 2023 type II crossed-product specialised to this scale. Numerical results. Shannon channel capacity, 5G 3GPP, 6G IMT-2030 2030 target, Starlink 6000+ satellites 2024, quantum networking BB84. Topics covered. Shannon 1948, 5G 3GPP, 6G IMT-2030, Starlink Musk 6000+ sats, BB84, quantum repeaters, DARPA Quantum Internet 2024. 45-vertex polytope #14 top couplings: #13 Robot (0. 92), #15 Infra (0. 92), #9 Energy (0. 85), #14 Kₛmartcity (0. 92). Ten falsifiable predictions: Pₐvg=0. 66: arXiv 2026 (0. 90 S), 6G standards 2030 (0. 75 M), Global quantum internet by 2035 (0. 45 W). Pass-2 roadmap: ~1. 6M: Comm analytics (500K) + Lean Mathlib (200K) + Industry partnerships (900K). Copyright © 2026 Munehiro Terada / Roboken. Licensed under CC-BY-4. 0.

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