《Journal of Quantum Information Science》

作品数：198被引量：51H指数：3
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《Journal of Quantum Information Science》
主办单位：美国科研出版社
最新期次：2024年4期更多>>
发文主题：QUANTUMENTANGLEMENTQUANTUM_MECHANICSDECOHERENCEQUANTUM_ENTANGLEMENT更多>>
发文领域：理学医药卫生电子电信自动化与计算机技术更多>>
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Quantum Software Engineering: Best Practices from Classical to Quantum Approaches
《Journal of Quantum Information Science》2024年第4期234-258,共25页Abdullah Ibrahim S. Alsalman 
As quantum computing transitions from a theoretical domain to a practical technology, many aspects of established practice in software engineering are being faced with new challenges. Quantum Software Engineering has ...
关键词：Quantum Software Engineering Quantum Computing Quantum Algorithms Quantum Software Development Lifecycle Error Mitigation Classical-Quantum Integration Quantum Debugging Scalable Quantum Systems Fault Tolerant Computing 
The Structure of the Universe and the Time
《Journal of Quantum Information Science》2024年第4期259-268,共10页Nesrine Amorri 
This research paper explores the intricate nature of human beings through the lens of consciousness, proposing a novel framework that integrates the concepts of conscious, subconscious, unconscious, and a newly define...
关键词：NEUTRINOS BOSONS Cell Biology Dark Matter PSYCHOLOGY 
Bridging Classical and Quantum Realms: The Conceptual and Theoretical Framework of the Advanced Observer Model
《Journal of Quantum Information Science》2024年第4期123-157,共35页Joseph H. C. Wong 
This paper presents the Advanced Observer Model (AOM), a groundbreaking conceptual framework designed to clarify the complex and often enigmatic nature of quantum mechanics. The AOM serves as a metaphorical lens, brin...
关键词：Advanced Observer Model AOM DETERMINACY INDETERMINACY Reverse Engineering Observer-Observed Interaction Quantum Wave Function Probability Density Function PDF Probability Space Potential Space Quantum Computing Quantum Information Processing Static Configuration SC Dynamic Configuration DC Sequence of Quantum States SQS Perceptual Sequence of Observations PSO Theory of Relativity Lorentz Transformation 
Integrating Quantum Mechanics and the Advanced Observer Model: A New Paradigm for Reality Construction
《Journal of Quantum Information Science》2024年第4期158-195,共38页Joseph H. C. Wong 
This paper introduces a groundbreaking synthesis of fundamental quantum mechanics with the Advanced Observer Model (AOM), presenting a unified framework that reimagines the construction of reality. AOM highlights the ...
关键词：Advanced Observer Model (AOM) Quantum Mechanics Reality Construction Sequence of Quantum States (SQS) Constant Frame Rate (CFR) Wave Function Collapse Quantum Superposition Quantum Entanglement Observer Effect Determinacy vs. Indeterminacy ħ/CFR Model 
Towards a Unified Theory of Everything: Integrating Discrete Time Evolution and Classical-Quantum Dynamics in the Advanced Observer Model (AOM)
《Journal of Quantum Information Science》2024年第4期196-233,共38页Joseph H. C. Wong 
This paper introduces the Advanced Observer Model (AOM), a novel framework that integrates classical mechanics, quantum mechanics, and relativity through the observer’s role in constructing reality. Central to the AO...
关键词：Quantum Mechanics Schrödinger Equation Constant Frame Rate (CFR) Advanced Observer Model (AOM) Relativistic Physics Classical-Quantum Transition Wave Function Discrete Time Evolution Spacetime Geometry Unified Theory Quantum-Classical Unification Observer-Dependent Reality Energy Scaling 
Quantum Realities and Observer-Dependent Universes: An Advanced Observer Model
《Journal of Quantum Information Science》2024年第3期69-121,共53页Joseph Hon Cheung Wong 
This paper presents a novel observer model that integrates quantum mechanics, relativity, idealism, and the simulation hypothesis to explain the quantum nature of the universe. The model posits a central server transm...
关键词：Quantum Mechanics Observer Model Frame Rates Quantum Reality Hierarchical Observers Information Theory Simulation Hypothesis Recursive Frame Transmission Information Loss 
Entanglement and Volume Monogamy Features of Permutation Symmetric N-Qubit Pure States with N-Distinct Spinors: GHZ and States
《Journal of Quantum Information Science》2024年第2期29-51,共23页  Sudha Alevoor Raghavendra Usha Devi Akshata Shenoy Hejamadi Hosapete Seshadri Karthik Humera Talath Bada Palaiah Govindaraja Attipat Krishnaswamy Rajagopal 
We explore the entanglement features of pure symmetric N-qubit states characterized by N-distinct spinors with a particular focus on the Greenberger-Horne-Zeilinger (GHZ) states and , an equal superposition of W and o...
关键词：Permutation Symmetric States MONOGAMY Pairwise Entanglement 
Dynamics of Non-Markovianity, Quantum Correlations and Information Scrambling of Three Qubits Systems Interacting via Rashba Interaction
《Journal of Quantum Information Science》2024年第2期52-67,共16页Nasser Metwally Fawzeya Ebrahim 
The behavior of the quantum correlations, information scrambling and the non-Markovianity of three entangling qubits systems via Rashba is discussed. The results showed that, the three physical quantities oscillate be...
关键词：Markovianity Correlations Rashba Interaction Scrambling Information 
Erratum to “Quantum Algorithm for Mining Frequent Patterns for Association Rule Mining” [Journal of Quantum Information Science 13 (2023) 1-23]
《Journal of Quantum Information Science》2024年第2期68-68,共1页Abdirahman Alasow Marek Perkowski 
The original online version of this article (Abdirahman Alasow, Marek Perkowski (2023) Quantum Algorithm for Mining Frequent Patterns for Association Rule Mining. Journal of Quantum Information Science, 13, 1-23. http...
关键词：Erratum 
Exploring the Implications of the Deformation Parameter and Minimal Length in the Generalized Uncertainty Principle
《Journal of Quantum Information Science》2024年第1期1-14,共14页Mahgoub A. Salih Taysir M. Elmahdi 
The breakdown of the Heisenberg Uncertainty Principle occurs when energies approach the Planck scale, and the corresponding Schwarzschild radius becomes similar to the Compton wavelength. Both of these quantities are ...
关键词：Generalized Uncertainty Principle Deformed Heisenberg Algebra Minimal Length 
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