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Cambridge University Press eBooks

The Propagator Model

Jean‐Philippe Bouchaud, Julius Bonart, Jonathan Donier, Martin David Gould

Published Feb 26, 2018• 0 citations
Publisher
DOI
10.1017/9781316659335.020

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Quantum game has wide applicability in many aspects of our lives, such as politics, economics, culture and so on. Combining the quantum game with network information propagation, the model of network information propagation based on the quantum game was established in this paper. From an information propagator’s perspective, the liquidity of network information transmission and trust mechanism were taken into account. We construct the model of network information propagation. The information propagator is the decision body and the trust mechanism is the decisive factor. We find the Nash Equilibrium in this game through the simulation experiment to gain maximum returns.

DEStech Transactions on Computer Science and Engineering•Jul 27, 2017•1 citation
Based on the propagation property of light wave and the wave-particle duality of light,an innovative propagating model is offered in this paper.The model is to change a photon's position and its propagation,corresponding to discrete in time and space.Instead of the general mechanical movement,it can be verified by the interference and the diffraction experiments of light.Comparing the photon and the electron with a similar model,namely,the change position of an electron is also its propagation,corresponding discrete time and space.Instead of the general mechanical movement,it can be verified by the diffraction of Germer-Davison with the experiment of electron and the Josephson Effect.
Quantum Resonance Field Propagation with Adaptive Amplitude is a novel approach to modeling and predicting the propagation of quantum resonance fields across vast distances. Traditional models often assume fixed distances, while this research introduces a dynamic, evolving environment incorporating quantum entanglement to accurately represent field propagation. The core mechanism centers around a "Resonance Field Propagation Model," a continuous update of the field's strength and direction dictated by local environmental conditions. This dynamic adjustment leverages quantum entanglement to guarantee the propagation of the field, overcoming limitations of static models. This work presents a framework for significantly improving the precision and predictability of field propagation, offering a potential breakthrough in applications ranging from quantum communication to advanced sensing.
Quantum game has wide applicability in many aspects of our lives, such as politics, economics, culture and so on. Combining the quantum game with network information propagation, the model of network information propagation based on the quantum game was established in this paper. From an information propagator’s perspective, the liquidity of network information transmission and trust mechanism were taken into account. We construct the model of network information propagation. The information propagator is the decision body and the trust mechanism is the decisive factor. We find the Nash Equilibrium in this game through the simulation experiment to gain maximum returns.