Quantum-logistical superposition: Solving the polytime paradox in global network optimization for perishable flux
PDF (English)

Anahtar Kelimeler

Quantum logistics
perishable supply chains
polynomial time
network optimization
quantum annealing
complexity theory

Nasıl Atıf Yapılır

Dzreke, S. S., & Dzreke, S. E. (2026). Quantum-logistical superposition: Solving the polytime paradox in global network optimization for perishable flux. Contemporary Perspectives, 2(1), 41–59. https://doi.org/10.71350/3108610110

Özet

The loss of $2.8 billion in COVID-19 vaccines in 2022 exemplifies the critical inefficiency of classical computing in optimizing perishable flux networks under severe time constraints. This research addresses the polytime paradox in NP-hard (nondeterministic polynomial-time–verifiable) multi-echelon routing for pharmaceuticals and food. Current solvers require over 72 hours, while the viability windows are merely 12 hours, making optimization operationally unfeasible. The analysis employs hybrid quantum-classical simulations (Qiskit/CPLEX), a global director survey, and eight case studies of perishable supply chains, revealing that quantum-inspired algorithms reduce routing computation time by 98% (from 4 hours to 5 minutes) and decrease spoilage by 41%. Importantly, "superposition routing" realizes a 33% reduction in emissions through entanglement-inspired path consolidation. This work presents the validated Quantum Readiness Index (QRI) alongside a practical 90-Day Hybrid Adoption Roadmap, converting theoretical advancements into concrete supply chain resilience.

https://doi.org/10.71350/3108610110
PDF (English)

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Telif Hakkı (c) 2026 Simon Suwanzy Dzreke, Semefa Elikplim Dzreke