Dataset for Quantum Double-field Model and Application

Published: 11 October 2022| Version 1 | DOI: 10.17632/gf2s8jkdjf.1
Contributors:
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Description

Online mathematical tools from Ref. [94] in the paper were used to conduct computations to validate the data generated from the QDF model and evaluate the fmv (four main variables) equations. In addition, the method paper Ref. [7] for MethodsX J, implements and further validates the QDF model proving its universality for a set of CPTs and QPTs observed in a thermodynamic system. This includes the summary of the design and quantum thermodynamic aspects to implement and validate the "Quantum Field Lens Coding and Thermodynamic Metrics" algorithm (model) as a supplementary file to this paper. The method article as the quantum algorithm code evaluates the entanglement entropy of this model. Secondly, the QDF game demo and relevant data are available in this dataset. For instance, animating the data used in the communication steps 1-7 of the QDF system model in the article is presented via "QDFGTAnim.pptx" and "QDFGTAlgorithm.nb" files. Lastly, expert highlights of peer-reviewed QDF Game Theory aspects expanding to the universality of the model is part of this dataset as "Expert_Model Highlights (2022).pdf" document with discussion on how this model's universality was achieved in the current article's version throughout its QDF examples and proof of its theory.

Files

Steps to reproduce

1- As directed in the "QDFCalc (2022).pdf" file, online simulators and software calculators were used, specifically from Ref. [94], S. Wolfram, Mathematica Computational Systems at: https://www.wolframalpha.com/pro/ such as WolframAlpha CI calculator at: https://www.wolframalpha.com/ 2- You may click on the active hyperlink(s) to reproduce and test the parametric/variable values tried in the "QDFCalc (2022).pdf" file. 3- Certain dataset conclusions in the article were derived from Microsoft’s Azure Quantum at: http://docs.microsoft.com/en-us/quantum [Accessed, 2015–2021]. 4- Reference [93] also was adapted to the QDF transition model to establish transition matrices presented in the proof section of the article. This reference is [93]: D. A. Kofte, Lecture Notes on Transition Probability Matrices, from: Molecular Simulation at: http://www.eng.buffalo.edu/∼kofke/ce530/Lectures/Lecture8/index.htm, Buffalo Univ., USA (2000) [Accessed, 2016-2021]. 5- Supportive trial-based computations were also conducted in the Wolfram file "QDFGTAlgorithm.nb" for further study of the matrices. 6- Quantum communication model and Game Theory are presented in the PowerPoint file with animation on the QDF model and its communication protocols' participants such as Alice, Bob, Eve and the audience. 7.a- The method to compute and implement the QDF system as a QDF circuit is for Methods X J (contact authors for further details on obtaining this data), which is in qubit code, quantum computation and application: 7.b- A zip file named "QDF-LCode Files.zip" is provided to demo the example of a QDF lens code, discussed and proven in our method article (given permission, you may request this from the authors).

Institutions

University of Victoria

Categories

Probability Theory, Condensed Matter Physics, Particle Physics, Quantum Computing, Quantum Communication, Quantum Field Theory, Quantum Statistical Mechanics

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