Quantum Information and Symmetry
Recent research in the fields related to the quantum information theory (QIT) is becoming some of the most intriguing and promising investigations in contemporary physics. Many novel QIT concepts are discussed in the literature, and the broad range of new models of quantum optics and solid-state phy...
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description | Recent research in the fields related to the quantum information theory (QIT) is becoming some of the most intriguing and promising investigations in contemporary physics. Many novel QIT concepts are discussed in the literature, and the broad range of new models of quantum optics and solid-state physics have been recently considered in the context of QIT. Theideas of symmetry are widely discussed in all physical sciences, becoming keystones of various concepts and considerations, leading to novel discoveries in physics. Thus, this Special Issue is devoted to the broad range of QIT topics that are related to the ideas of symmetry. It covers a broad range of ideas that can develop upon the basic research and applications in the field of quantum information, and in general, quantum theory. |
doi_str_mv | 10.3390/books978-3-03928-801-4 |
format | Book |
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Many novel QIT concepts are discussed in the literature, and the broad range of new models of quantum optics and solid-state physics have been recently considered in the context of QIT. Theideas of symmetry are widely discussed in all physical sciences, becoming keystones of various concepts and considerations, leading to novel discoveries in physics. Thus, this Special Issue is devoted to the broad range of QIT topics that are related to the ideas of symmetry. 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Many novel QIT concepts are discussed in the literature, and the broad range of new models of quantum optics and solid-state physics have been recently considered in the context of QIT. Theideas of symmetry are widely discussed in all physical sciences, becoming keystones of various concepts and considerations, leading to novel discoveries in physics. Thus, this Special Issue is devoted to the broad range of QIT topics that are related to the ideas of symmetry. It covers a broad range of ideas that can develop upon the basic research and applications in the field of quantum information, and in general, quantum theory.</description><subject>associative memory</subject><subject>attractor</subject><subject>BaGe3 superconductor</subject><subject>complex Ginzburg–Landau equation</subject><subject>cross-Kerr nonlinearity</subject><subject>entanglement</subject><subject>fermion quartets</subject><subject>four-fermion attraction</subject><subject>Mathieu functions</subject><subject>Meissner effect</subject><subject>negativity</subject><subject>nonlinear oscillator</subject><subject>nonlinearly coupled oscillators</subject><subject>open system</subject><subject>PT symmetry</subject><subject>quantum control</subject><subject>quantum entanglement</subject><subject>quantum machine learning</subject><subject>quantum properties</subject><subject>Reference, Information and Interdisciplinary subjects</subject><subject>Research and information: general</subject><subject>soliton</subject><subject>stability analysis</subject><subject>superconductivity</subject><subject>symmetry</subject><subject>s–wave symmetry Eliashberg formalism</subject><subject>thermodynamic properties</subject><subject>time-dependent driving fields</subject><isbn>3039288016</isbn><isbn>9783039288014</isbn><isbn>3039288008</isbn><isbn>9783039288007</isbn><fulltext>true</fulltext><rsrctype>book</rsrctype><creationdate>2020</creationdate><recordtype>book</recordtype><sourceid>V1H</sourceid><recordid>eNotj8tKAzEUQAMiqLVfIMj8QPQmN4-bpRQfhYJI67okk1x8TSKd6aJ_r1RXh7M5cIS4VnCDGOA2tfY5Bk8SJWDQJAmUNCfiAo_6a-5MzMfxAwB0AI_GnYvuZR_rtB-6ZeW2G-L03moXa-7Wh2Eo0-5wKU45fo1l_s-ZeH243yye5Or5cbm4W8k3dI5k6HtIPqP3TqPVxAkDpeBAlcQmk-WilbauZ2UNZsPEhr3yzDoQY8GZuPrrtvhd6ja3ePzZOrLk8QeKaj3S</recordid><startdate>2020</startdate><enddate>2020</enddate><general>MDPI - Multidisciplinary Digital Publishing Institute</general><scope>V1H</scope></search><sort><creationdate>2020</creationdate><title>Quantum Information and Symmetry</title></sort><facets><frbrtype>5</frbrtype><frbrgroupid>cdi_FETCH-LOGICAL-h3668-9cc0b7d377623528fb398b9601ebf4d85fe21256cf1543d4f8f4f717ff298f3e3</frbrgroupid><rsrctype>books</rsrctype><prefilter>books</prefilter><language>eng</language><creationdate>2020</creationdate><topic>associative memory</topic><topic>attractor</topic><topic>BaGe3 superconductor</topic><topic>complex Ginzburg–Landau equation</topic><topic>cross-Kerr nonlinearity</topic><topic>entanglement</topic><topic>fermion quartets</topic><topic>four-fermion attraction</topic><topic>Mathieu functions</topic><topic>Meissner effect</topic><topic>negativity</topic><topic>nonlinear oscillator</topic><topic>nonlinearly coupled oscillators</topic><topic>open system</topic><topic>PT symmetry</topic><topic>quantum control</topic><topic>quantum entanglement</topic><topic>quantum machine learning</topic><topic>quantum properties</topic><topic>Reference, Information and Interdisciplinary subjects</topic><topic>Research and information: general</topic><topic>soliton</topic><topic>stability analysis</topic><topic>superconductivity</topic><topic>symmetry</topic><topic>s–wave symmetry Eliashberg formalism</topic><topic>thermodynamic properties</topic><topic>time-dependent driving fields</topic><toplevel>online_resources</toplevel><collection>DOAB: Directory of Open Access Books</collection></facets><delivery><delcategory>Remote Search Resource</delcategory><fulltext>fulltext</fulltext></delivery><addata><au>Szczęśniak, Radosław</au><au>Leonski, Wiesław</au><au>Kalaga, Joanna K</au><format>book</format><genre>book</genre><ristype>BOOK</ristype><btitle>Quantum Information and Symmetry</btitle><date>2020</date><risdate>2020</risdate><isbn>3039288016</isbn><isbn>9783039288014</isbn><isbn>3039288008</isbn><isbn>9783039288007</isbn><abstract>Recent research in the fields related to the quantum information theory (QIT) is becoming some of the most intriguing and promising investigations in contemporary physics. 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subjects | associative memory attractor BaGe3 superconductor complex Ginzburg–Landau equation cross-Kerr nonlinearity entanglement fermion quartets four-fermion attraction Mathieu functions Meissner effect negativity nonlinear oscillator nonlinearly coupled oscillators open system PT symmetry quantum control quantum entanglement quantum machine learning quantum properties Reference, Information and Interdisciplinary subjects Research and information: general soliton stability analysis superconductivity symmetry s–wave symmetry Eliashberg formalism thermodynamic properties time-dependent driving fields |
title | Quantum Information and Symmetry |
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