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I | Phenomenology of fluctuations : Ginzburg-Landau formalism | |
1 | Introduction | 3 |
2 | Fluctuation thermodynamics | 7 |
3 | Fluctuation transport | 52 |
4 | Fluctuations in vortex structures | 78 |
II | Basic notions of the microscopic theory | |
5 | Microscopic derivation of the TDGL equation | 95 |
6 | Microscopic derivation of the GL functional | 109 |
7 | Microscopic theory of fluctuation conductivity | 118 |
III | Manifestation of fluctuations in observables | |
8 | Fluctuations in magnetic field | 185 |
9 | DOS and tunneling | 211 |
10 | Effect of fluctuations on thermoelectricity and heat transport | 252 |
11 | Spin susceptibility and NMR | 266 |
IV | Fluctuations in nanostructures and unconventional superconducting systems | |
12 | Fluctuations in nanograins, nanodrops and granular superconductors | 273 |
13 | Fluctuations in Josephson junctions | 299 |
14 | Phase slip events | 325 |
15 | Phase fluctuations in a 2D superconducting system | 335 |
16 | Fluctuations near superconductor-insulator transition | 343 |
17 | Role of fluctuations in high temperature superconductivity | 352 |
A | Relations between parameters of micro- and macroscopic theories | 369 |
B | Properties of the Euler gamma function and its logarithmic derivatives | 372 |
C | Integrals of the Lawrence-Doniach theory | 375 |
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