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Tag: coupled-dipole model

  • Light Propagation Breakdown at High Density Limits Transfer-Matrix Method Accuracy
    Quantum Simulation

    Light Propagation Breakdown at High Density Limits Transfer-Matrix Method Accuracy

    by Rohail T.January 26, 2026

Quantum Computing News

Get the very latest Quantum News and Quantum features from the Original Quantum Magazine that began in 2018. Over the last 7 years Quantum Zeitgeist has covered the latest Quantum Research to the Latest Quantum Companies to emerge.

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Quantum Computing News

  • Understand the latest developments in Quantum. And how they drive the next wave of the Quantum Revolution. Understand from Quantum experts how Quantum Technologies are changing the technological landscape.
  • Quantum Computing is an emerging technology that is impacting multiple industries currently.
  • Quantum Computing leverages the principles of quantum mechanics to perform some complex calculations exponentially faster than traditional computers.
  • Our mission at Quantum Zeitgeist is to help businesses and researchers unlock the potential of Quantum to solve intractable problems across a diverse range of industries.
Latest Quantum Articles
  • Exact Dynamical Structure Factor for One-Dimensional Hard Rods Achieves Universal Random Matrix Behaviour
  • Supersymmetric Deconfined Quantum Criticality Advances Physics Beyond Ginzburg-Landau Paradigm
  • Flowssc Achieves Real-Time Monocular Semantic Scene Completion Via Latent Diffusion
  • Tsn-IoT Achieves Prioritized Access and Connectivity for Dense IoT Networks
  • G NR-Ntn Protocol Design Advances Full-Stack Performance in Challenging Networks
  • Dfrc System Achieves Maximum Sum Rate with Movable Antenna Optimisation
  • Stochastic EMS Achieves Optimal 24/7 Carbon-Free Energy Operations at Lower Cost
  • Tidal Interactions Enhance or Suppress Chemical Mixing in Massive Binaries
  • Nb Cl Demonstrates F > 1 Frustration and Potential Quantum Spin Liquid Behaviour
  • Researchers Achieve STVP Angular Momentum Quantification Using a 1-Loop Particle Model
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