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Quantum Circuit Simulation covers the fundamentals of linear algebra and introduces basic concepts of quantum physics needed to understand quantum circuits and algorithms. It requires only basic familiarity with algebra, graph algorithms and computer engineering. After introducing necessary background, the authors describe key simulation techniques that have so far been scattered throughout the research literature in physics, computer science, and computer engineering. Quantum Circuit Simulation also illustrates the development of software for quantum simulation by example of the QuIDDPro…mehr
Quantum Circuit Simulation covers the fundamentals of linear algebra and introduces basic concepts of quantum physics needed to understand quantum circuits and algorithms. It requires only basic familiarity with algebra, graph algorithms and computer engineering. After introducing necessary background, the authors describe key simulation techniques that have so far been scattered throughout the research literature in physics, computer science, and computer engineering. Quantum Circuit Simulation also illustrates the development of software for quantum simulation by example of the QuIDDPro package, which is freely available and can be used by students of quantum information as a "quantum calculator."
George Viamontes has a Ph.D. in Computer Science and Enginering from the University of Michigan where his research was focused on quantum circuit simulation. Through a Department of Energy fellowship for high-performance computer science, he completed a portion of his graduate research at Los Alamos National Laboratory. Upon graduation, Dr. Viamontes spent a year at Lockheed Martin Advanced Technology Laboratories where he continued to work on quantum circuit simulation. Currently he develops and implements algorithms for high-frequency automated trading and continues to consult for Lockheed Martin on quantum computing projects.
Igor L. Markov is an associate professor of Electrical Engineering and Computer Science at the University of Michigan. He received his Ph.D. in Computer Science from UCLA. Currently he is a member of the Executive Board of ACM SIGDA, Editorial Board member of Communications of ACM, ACM TODAES, IEEE Transactions on Computers, IEEE Transactions on CAD, as well as IEEE Design & Test. Prof. Markov researches computers that make computers. He has co-authored two books and more than 160 refereed publications, some of which were honored by the best-paper awards at the Design Automation and Test in Europe Conference (DATE), the Int'l Symposium on Physical Design (ISPD) and IEEE Trans. on Computer-Aided Design. Prof. Markov is the recipient of a DAC Fellowship, an ACM SIGDA Outstanding New Faculty award, an NSF CAREER award, an IBM Partnership Award, and a Microsoft A. Richard Newton Breakthrough Research Award.
John P. Hayes received the B.E. degree from the National University of Ireland, Dublin, and the M.S. and Ph.D. degrees from the University of Illinois, Urbana-Champaign, all in electrical engineering. While at the University of Illinois, he participated in the design of the ILLIAC III computer. In 1970 he joined the Operations Research Group at the Shell Benelux Computing Center in TheHague, where he worked on mathematical programming and software development. From 1972 to 1982 he was a faculty member of the Departments of Electrical Engineering–Systems and Computer Science of the University of Southern California, Los Angeles. Since 1982 he has been with the Electrical Engineering and Computer Science Department of the University of Michigan, Ann Arbor, where he holds the Claude E. Shannon Endowed Chair in Engineering Science.
Inhaltsangabe
Gate Modeling and Circuit Simulation.- Linear Algebra and Quantum Mechanics.- Quantum Information Processing.- Special Case: Simulating Stabilizer Circuits.- Generic Circuit Simulation Techniques.- State-Vector Simulation with Decision Diagrams.- Density-Matrix Simulation with QuIDDs.- Checking Equivalence of States and Circuits.- Improving QuIDD-based Simulation.- Closing Remarks.
Gate Modeling and Circuit Simulation.- Linear Algebra and Quantum Mechanics.- Quantum Information Processing.- Special Case: Simulating Stabilizer Circuits.- Generic Circuit Simulation Techniques.- State-Vector Simulation with Decision Diagrams.- Density-Matrix Simulation with QuIDDs.- Checking Equivalence of States and Circuits.- Improving QuIDD-based Simulation.- Closing Remarks.
Gate Modeling and Circuit Simulation.- Linear Algebra and Quantum Mechanics.- Quantum Information Processing.- Special Case: Simulating Stabilizer Circuits.- Generic Circuit Simulation Techniques.- State-Vector Simulation with Decision Diagrams.- Density-Matrix Simulation with QuIDDs.- Checking Equivalence of States and Circuits.- Improving QuIDD-based Simulation.- Closing Remarks.
Gate Modeling and Circuit Simulation.- Linear Algebra and Quantum Mechanics.- Quantum Information Processing.- Special Case: Simulating Stabilizer Circuits.- Generic Circuit Simulation Techniques.- State-Vector Simulation with Decision Diagrams.- Density-Matrix Simulation with QuIDDs.- Checking Equivalence of States and Circuits.- Improving QuIDD-based Simulation.- Closing Remarks.
Rezensionen
From the reviews: "The book serves as an indispensable guide to efficient quantum information processing simulation, but is also a great starting point for both learning the area and pursuing future research. ... this is an extremely useful, stimulating and readable book that has been compiled with great care and attention to detail. It is greatly recommended for anyone interested in using or researching computer simulations of quantum information processing systems." (Zeljko Zilic, Quantum Information Processing, Vol. 12, 2013)
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