| Description |
1 online resource |
| Contents |
Preface; Contents; 1. Introduction; 1.1 Several words about me; 1.2 Science in Russia after the World War II; two schools in theory; 1.3 Back tome again; 1.4 Selecting papers for the volume; 2. Fundamentals of Theory of Superconductivity; 2.1 Advent of the microscopic theory; 2.1.1 Landau criterion of superfluidity; 2.1.2 BCS theory and further developments; 2.1.3 Bogolyubov gives seminar; 2.2 Gor'kov equations: publications on basics of superconductivity; 2.2.1 Quantum theory approach at T = 0; 2.2.2 Superconducting alloys; 2.2.3 BCS and GL Equations; 2.2.4 Type II superconductors |
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2.2.5 Upper critical field2.2.6 Paramagnetic impurities; 2.2.7 Superfluidity of imperfect Fermi gas; 2.2.8 GL equations for anisotropic superconductors; References; List of original papers; ON THE ENERGY SPECTRUM OF SUPERCONDUCTORS; ON THE THEORY OF SUPERCONDUCTING ALLOYS; I. THE ELECTRODYNAMICS OF ALLOYS AT ABSOLUTE ZERO; 1. RESIDUAL RESISTANCE OF A NORMAL METAL; 2. SUPERCONDUCTING ALLOYS; APPENDIX; SUPERCONDUCTING ALLOYS AT FINITE TEMPERATURES; MICROSCOPIC DERIVATION OF THE GINZBURG-LANDAU EQUATIONS IN THE THEORY OF SUPERCONDUCTIVITY |
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The critical supercooling field in superconductivity theorytheory of superconducting alloys in a strong magnetic field near the critical temperature; contribution to the theory of superconducting alloys with paramagnetic impurities; 1. the dependence of the transition temperature on the impurity concentration; 2. the thermodynamic and electromagnetic properties of alloys near the critical concentration; 3. the dependence of the gap in the spectrum at t = 0 on the impurity concentration and the heat capacity at low temperatures |
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CONTRIBUTION TO THE THEORY OF SUPERFLUIDITY IN AN IMPERFECT FERMI GASMICROSCOPIC DERIVATION OF THE GINZBURG-LANDAU EQUATIONS FOR AN ANISOTROPIC SUPERCONDUCTOR; 3. Statistical Physics and Thermodynamics; 3.1 Quantum field theory methods in statistical physics; 3.2 Statistics of levels in a small metallic particle; 3.3 Fluctuations in branching processes; References; List of original papers; ON THE APPLICATION OF QUANTUM-FIELD-THEORY METHODS TO PROBLEMS OF QUANTUM STATISTICS AT FINITE TEMPERATURES; 1. INTRODUCTION; 2. THE MATSUBARA METHOD; 3. THE EXPANSION IN FOURIER SERIES |
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4. THE ANALYTICAL PROPERTIES OF THE GREEN''S FUNCTIONS AND THE TRANSITION TO TIME-DEPENDENT QUANTITIESMINUTE METALLIC PARTICLES IN AN ELECTROMAGNETIC FIELD; 1. STATEMENT OF PROBLEM; 2. PARTICLES IN AN ELECTROMAGNETIC FIELD; 3. SPECIFIC HEAT AND SINGULARITIES OF THE BEHAVIOR IN A MAGNETIC FIELD; 4. CONCLUSION; Fluctuations in fragmentation processes; 1. Introduction; 2. Fragmentation; 2.1. Above shattering> -- 1; 2.2. Below shattering, <-- 1; 3. The steady-state regime; 4. Connection with the combinatorial approach; S. Fluctuations in phonon decay; 6. Conclusion; Acknowledgments |
| Summary |
The author of this unique volume, Lev P Gor''kov is internationally renowned for his seminal contribution in the fundamentals of the Theory of Superconductivity, Theory of Metals, the field of Quantum Statistical Physics, and more generally, Organic Metals and the like. Each reprints'' group is preceded by the author''s introductions and commentaries clarifying the formulation of a problem, summarizing the essence of the results and placing them in the context of recent developments. The author belongs to the last generation of scientists who were the direct disciples of the legendary Russian |
| Bibliography |
Includes bibliographical references |
| Notes |
Print version record |
| Subject |
Superconductivity.
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Superconductors.
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Quantum field theory.
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superconductor.
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SCIENCE -- Energy.
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SCIENCE -- Mechanics -- General.
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SCIENCE -- Physics -- General.
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Quantum field theory
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Superconductivity
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Superconductors
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| Form |
Electronic book
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| ISBN |
9789814366960 |
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981436696X |
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