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Kinki University Series on Quantum Computing - Vol. 1
MATHEMATICAL ASPECTS OF QUANTUM COMPUTING 2007
edited by Mikio Nakahara, Robabeh Rahimi (Kinki University, Japan) & Akira SaiToh (Osaka University, Japan)
This book provides a comprehensive overview of the mathematical aspects of quantum computing. It will be useful for graduate students and researchers interested in quantum computing from different areas of physics, mathematics, informatics and computer science. The lecture notes in this volume are written in a self-contained style, and hence are accessible for graduate students and researchers with even less background in the topics.
Contents:
- Quantum Computing: An Overview (M Nakahara)
- Braid Group and
Topological Quantum Computing (T Ootsuka & K Sakuma)
- An Introduction to Entanglement Theory (D J H Markham)
- Holonomic Quantum Computing and Its Optimization (S Tanimura et al.)
- Playing Games in Quantum Mechanical Settings: Features of Quantum Games (Ö K Özdemir et al.)
- Quantum Error-Correcting Codes (M Hagiwara)
- Controled Teleportation of an Arbitrary Unknown Two-Qubit Entangled State (V Ebrahimi et al.)
- Notes on the Dür-Cirac Classification (Y Ota et al.)
- Bang-Bang Control of Entanglement in Spin-Bus-Boson Model (R Rahimi et al.)
- Numerical Computation of Time-Dependent Multipartite Nonclassical Correlation (A SaiToh et al.)
- On Classical No-Cloning Theorem Under Liouville Dynamics and Distances (T Yamano & O Iguchi)
Readership: Advanced undergraduate students, graduate students and researchers
in physics, mathematics, informatics and computer science.
| 240pp |
Pub. date: Apr 2008 |
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