Quantum information III : proceedings of the third international conference, Meijo University, Japan, 7-10 March 2000 /

Over the last decade the theory of quantum information has developed into an important and active research area in mathematics, physics and other fields of science. It has established a link among those fields. This volume covers the following topics: Quantum Computation, NP-Complete Problem, Quantu...

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Bibliographic Details
Corporate Authors: International Conference on Quantum Information Meijo University; World Scientific Firm
Group Author: Hida, Takeyuki, 1927; Saito, K. Kimiaki, 1959
Published: World Scientific Pub. Co.,
Publisher Address: Singapore :
Publication Dates: 2001.
Literature type: eBook
Language: English
Subjects:
Online Access: http://www.worldscientific.com/worldscibooks/10.1142/4616#t=toc
Summary: Over the last decade the theory of quantum information has developed into an important and active research area in mathematics, physics and other fields of science. It has established a link among those fields. This volume covers the following topics: Quantum Computation, NP-Complete Problem, Quantum Communication, Quantum Stochastic Processes, Quantum Field Theory, Classical and Quantum White Noise Analysis, Infinite Dimensional Stochastic Analysis, Gaussian Random Fields, Probabilistic Control in Microorganisms, Complexity in Nature, etc.
Carrier Form: 1 online resource (viii,217pages) : illustrations
Bibliography: Includes bibliographical references.
ISBN: 9789812810267
CLC: TP387-532
Contents: A generalization of Grover's algorithm / L. Accardi and R. Sabbadini -- Characterization of product measures by an integrability condition / N. Asai -- Tunneling effect based on the Nelson's quantum stochastic process approach - Comparison with a neutron spin echo experiment / T. Hashimoto and T. Tomomura -- A quantum aspect of asymptotic spectral analysis of large hamming graphs / Y. Hashimoto, N. Obata and N. Tabei -- Elemental random variables in white noise theory: Beyond reductionism / T. Hida and Si Si -- Gibbs state, quadratic embedding, and central limit theorem on large graphs / A.