## Solid State Physics, Volume 58Solid state physics is the branch of physics that is primarily devoted to the study of matter in its solid phase, especially at the atomic level. This prestigious serial presents timely and state-of-the-art reviews pertaining to all aspects of solid state physics. |

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### Contents

Introduction | 2 |

Special Features of Strong Correlations | 8 |

Kondo Lattice Systems | 14 |

Quantum Phase Transitions | 30 |

Partial Localization | 48 |

Charge Ordering | 66 |

Geometrically Frustrated Lattices | 122 |

HighEnergy Excitations | 147 |

Y Brechet and C Hutchinson I Introduction | 182 |

Free Energy Changes Driving Forces and Energy Input | 188 |

InterfaceMediated Transformations Eutectoid Decomposition and Discontinuous Precipitation | 192 |

Grain Growth Recovery and Recrystallization | 233 |

Irradiation and Plastic Deformation | 248 |

The PortevinLe Chatelier Effect | 273 |

Concluding Remarks | 285 |

289 | |

Summary and Outlook | 176 |

Acknowledgment | 179 |

DefectInduced Dynamic Pattern Formation in Metals and Alloys | 181 |

### Common terms and phrases

Acta metall alloy antiferromagnetic approximation atomic band behavior calculations chains charge order compounds conduction electrons configurations corresponding Coulomb repulsion coupling defects deformation described diffusion discontinuous precipitation dislocation density doping driving force effective electron correlations equations equilibrium eutectoid excitations experimental Fermi energy Fermi liquid Fermi surface fermion ferromagnetic field fluctuations free energy Fulde function grain boundary growth rate Hamiltonian heavy quasiparticles hopping Hubbard model Hund's rule interface interlamellar spacing intra-atomic ions irradiation kinetic energy Kondo L. P. Kubin ladder lamellar lattice Lett low temperature low-energy magnetic matrix mean-field observed orbital order parameter panel paramagnetic particle pattern formation pearlite phase diagram phase transition Phys plastic pyrochlore quantum critical quantum phase transition reaction renormalized scale shown in Figure simulations singlet solid solute specific heat spin strain stress structure superconducting symmetry Thalmeier theory thermodynamic tion transformation vector