Description |
1 online resource (xiii, 326 pages) : illustrations |
Series |
Lecture notes in physics, 1616-6361 ; 762 |
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Lecture notes in physics ; 762. 0075-8450
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Contents |
Classical percolation / D. Stauffer -- Non-linear response, semi-classical percolation and breakdown in the RRTN model / A.K. Sen -- Quantum transmittance through random media / A. Mookerjee, T. Saha-Dasgupta and I. Dasgupta -- Quantum percolation in two dimensions / H. Nakanishi and Md. Fhokrul Islam -- Quantum percolation in disordered structures / G. Schubert and H. Fehske -- Quantum percolation in the quantum hall regime / C. Sohrmann, J. Oswald and R.A. Römer -- Percolative quantum transport in manganites / P. Majumdar -- Classical and quantum breakdown in disordered / D. Samanta, B.K. Chakrabarti and P. Ray -- Nonequilibrium quantum breakdown in a strongly correlated electron system / T. Oka and H. Aoki -- Percolation in quantum computation and communication / K. Kieling and J. Eisert |
Summary |
This set of extensive tutorial reviews and lectures focusses on the semi-classical and quantum aspects of percolation methods and their application to breakdown phenomena in disordered composite or granular materials. It sets out to connect - for the first time and in a coherent fashion - many recent theoretical and experimental advances in adjacent fields, such as the investigation of nonlinear current-voltage characteristics of 'quantum-dotted' materials or Zener breakdown in Mott or Anderson insulators. Last but not least, a final chapter explores the application of quantum percolation methods to the rapidly emerging field of quantum computing and communication |
Analysis |
condenseren |
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condensation |
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fysica |
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physics |
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toegepaste statistiek |
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applied statistics |
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numerieke methoden |
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numerical methods |
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computational science |
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quantumfysica |
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quantum physics |
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Physics (General) |
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Fysica (algemeen) |
Bibliography |
Includes bibliographical references and index |
Notes |
English |
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Print version record |
Subject |
Percolation (Statistical physics)
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Quantum theory.
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Quantum theory.
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Percolation (Statistical physics)
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Physique.
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Percolation (Statistical physics)
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Quantum theory
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Amorpher Festkörper
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Elektrischer Durchschlag
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Granulärer Stoff
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Perkolationstheorie
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Verbundwerkstoff
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Form |
Electronic book
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Author |
Sen, A. K. (Asok K.)
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Bardhan, K. K. (Kamal K.), 1952-
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Chakrabarti, B. K. (Bikas K.), 1952-
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ISBN |
9783540854289 |
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3540854282 |
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