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| 文件名: The Functional Analysis of Quantum Information Theory.pdf | |
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【2015新书】The Functional Analysis of Quantum Information Theory: A Collection of Notes Based on Lectures by Gilles Pisier, K. R. Parthasarathy, Vern Paulsen and Andreas Winter
Book 图书名称：The Functional Analysis of Quantum Information Theory: A Collection of Notes Based on Lectures by Gilles Pisier, K. R. Parthasarathy, Vern Paulsen and Andreas Winter Author 作者： Ved Prakash Gupta, Prabha Mandayam, V.S. Sunder Publisher 出版社：Springer Page 页数：139 Publishing Date 出版时间： May 28, 2015 Language 语言：English Size 大小：1 MB Format 格式：pdf 文字版 ISBN:3319167170, 9783319167176, 9783319167183 Edition: 第1版搜索过论坛，没有该文档 This book provides readers with a concise introduction to current studies on operator-algebras and their generalizations, operator spaces and operator systems, with a special focus on their application in quantum information science. This basic framework for the mathematical formulation of quantum information can be traced back to the mathematical work of John von Neumann, one of the pioneers of operator algebras, which forms the underpinning of most current mathematical treatments of the quantum theory, besides being one of the most dynamic areas of twentieth century functional analysis. Today, von Neumann’s foresight finds expression in the rapidly growing field of quantum information theory. These notes gather the content of lectures given by a very distinguished group of mathematicians and quantum information theorists, held at the IMSc in Chennai some years ago, and great care has been taken to present the material as a primer on the subject matter. Starting from the basic definitions of operator spaces and operator systems, this text proceeds to discuss several important theorems including Stinespring’s dilation theorem for completely positive maps and Kirchberg’s theorem on tensor products of C*-algebras. It also takes a closer look at the abstract characterization of operator systems and, motivated by the requirements of different tensor products in quantum information theory, the theory of tensor products in operator systems is discussed in detail. On the quantum information side, the book offers a rigorous treatment of quantifying entanglement in bipartite quantum systems, and moves on to review four different areas in which ideas from the theory of operator systems and operator algebras play a natural role: the issue of zero-error communication over quantum channels, the strong subadditivity property of quantum entropy, the different norms on quantum states and the corresponding induced norms on quantum channels, and, lastly, the applications of matrix-valued random variables in the quantum information setting. Topics Quantum Physics Quantum Computing Mathematical Methods in Physics Functional Analysis Mathematical Physics == Table of contents == Front Matter Pages i-xi Book Chapter Pages 1-37 Operator Spaces Book Chapter Pages 39-62 Entanglement in Bipartite Quantum States Book Chapter Pages 63-92 Operator Systems Book Chapter Pages 93-134 Quantum Information Theory Back Matter Pages 135-139 == 回帖见免费下载 == [hide] [/hide] 声明： 本资源仅供学术研究参考之用，发布者不负任何法律责任，敬请下载者支持购买正版。 提倡免费分享！ 我发全部免费的，分文不收 来看看 ... 你也可关注我马上加关注 |
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