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Beyond a Quartic Polynomial Modeling of the DNA Double-Helix Genetic Code

Journal of Applied Mathematics and Physics 2021年第10期9卷 2558-2577页

作者： Hans Hermann Otto Materials Science and Crystallography Clausthal University of Technology Clausthal-Zellerfeld Germany

By combination of finite number theory and quantum information, the complete quantum information in the DNA genetic code has been made likely by Planat et al. (2020). In the present contribution a varied quartic polynomial contrasting the polynomial used by Planat et al. is proposed that considered apart from the golden mean also the fifth power of this dominant number of nature to adapt the code information. The suggested polynomial is denoted as g(x) = x4 - x3 - (4 - ϕ2 )x2 + (4 – ϕ2)x + 1, where is the golden mean. Its roots are changed to more golden mean based ones in comparison to the Planat polynomial. The new coefficients 4 – ϕ2 instead of 4 would implement the fifth power of the golden mean indirectly applying . As an outlook, it should be emphesized that the connection between genetic code and resonance code of the DNA may lead us to a full understanding of how nature stores and processes compacted information and what indeed is consciousness linking everything with each other suggestedly mediated by all-pervasive dark constituents of matter respectively energy. The number-theoretical approach to DNA coding leads to the question about the helical structure of the electron.

关键词： DNA Genetic Code DNA Resonance Code Qartic Polymial Golden Mean Silver Mean Fifth Power of the Golden Mean Fiboacci Number 13 α-Helix Icosahedron Equation Number Theory quantum computation Consciousness Dark Energy Electron’s Structure

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quantum System Schmidt Decomposition and Its Geometric Analysis

Quantum System Schmidt Decomposition and Its Geometric Analy...

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第二十七届中国控制会议

作者： Cong Shuang,Feng Xianyong Dept.of Automation,University of Science & Technology of China,Hefei 230027,P.R.China

quantum entangled state and some common methods to measure entanglement are introduced,and Schmidt decomposition of 2-qubit quantum state and the method to identify the entangled state are induced.A method to calculate the degree of entanglement is also given,which is obtained very easily by using the Schmidt *** example about NMR quantum computation is discussed to illustrate the application of the Schmidt *** evolution of the state of sub-system is described by using the Bloch vector,which demonstrates the geometric prospect of quantum system.

关键词： The Schmidt decomposition quantum computation Geometric analysis The Bloch vector

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quantum Color Image Scaling on QIRHSI Model

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国际计算机前沿大会会议论文集 2021年第1期 453-467页

作者： Guanglong Chen Xianhua Song School of Science Harbin University of Science and TechnologyHarbinChina

Scaling operations are widely used in traditional image ***, in this paper, an improved quantum image representation based on HSIcolor space (IQIRHSI) is proposed, which extends the original 2n × 2n size togeneral 2n1 × 2n2 size. Then, the quantum algorithms and circuits were designedto implement quantum image scaling. Interpolation was introduced to recover thelost information in the scaled image. The nearest neighbor interpolation methodwas researched on scaled IQIRHSI to make the interpolation method easy toimplement. Finally, the complexity of the quantum circuit for image scaling wasanalyzed and the process of quantum image scaling was described in detail byexamples.

关键词： quantum image processing quantum computation QIRHSI representation Image scaling Nearest neighbor interpolation

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quantum Blockchain: A Decentralized, Encrypted and Distributed Database Based on quantum Mechanics

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Journal of quantum Computing 2019年第2期1卷 49-63页

作者： Chuntang Li Yinsong Xu Jiahao Tang Wenjie Liu School of Computer and Software Nanjing University of Information Science and TechnologyNanjing210044China Jiangsu Engineering Center of Network Monitoring Nanjing University of Information Science and TechnologyNanjing210044China

quantum blockchain can be understood as a decentralized, encrypted anddistributed database based on quantum computation and quantum information *** the data is recorded in the quantum blockchain, it will not be maliciously tamperedwith. In recent years, the development of quantum computation and quantum informationtheory makes more and more researchers focus on the research of quantum blockchain. Inthis paper, we review the developments in the field of quantum blockchain, and brieflyanalyze its advantages compared with the classical blockchain. The construction and theframework of the quantum blockchain are introduced. Then we introduce the method ofapplying quantum technology to a certain part of the general blockchain. In addition, theadvantages of quantum blockchain compared with classical blockchain and itsdevelopment prospects are summarized.

关键词： quantum computation quantum blockchain digital currency

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