Understanding Quantum Phase TransitionsLincoln Carr CRC Press, 02.11.2010 - 756 Seiten Quantum phase transitions (QPTs) offer wonderful examples of the radical macroscopic effects inherent in quantum physics: phase changes between different forms of matter driven by quantum rather than thermal fluctuations, typically at very low temperatures. QPTs provide new insight into outstanding problems such as high-temperature superconductivit |
Inhalt
Finite Temperature Dissipation andTransport Near Quantum Critical Points | 3 |
Dissipation Quantum Phase Transitionsand Measurement | 31 |
Universal Dynamics Near Quantum Critical Points | 59 |
Fractionalization and Topological Order | 91 |
Entanglement Renormalization An Introduction | 115 |
The Geometry of Quantum Phase Transitions | 139 |
Progress in ModelHamiltonians and in Specific Systems | 167 |
Topological Order and Quantum Criticality | 169 |
Local Observables for Quantum PhaseTransitions in Strongly Correlated Systems | 393 |
Molecular QuasiTriangular Lattice Antiferromagnets | 419 |
Probing Quantum Criticality and itsRelationship with Superconductivity in Heavy Fermions | 445 |
Strong Correlation Effects with UltracoldBosonic Atoms in Optical Lattices | 469 |
Numerical SolutionMethods for Quantum Phase Transitions | 497 |
Worm Algorithm for Problems of Quantumand Classical Statistics | 499 |
Cluster Monte Carlo Algorithms forDissipative Quantum Phase Transitions | 523 |
Current Trends in Density MatrixRenormalization Group Methods | 547 |
Quantum Criticality and the Kondo Lattice | 193 |
Quantum Phase Transitions in SpinBosonSystems Dissipation and Light Phenomena | 217 |
Topological Excitations in Superfluids withInternal Degrees of Freedom | 241 |
Quantum Monte Carlo Studies of theAttractive Hubbard Hamiltonian | 265 |
Quantum Phase Transitions inQuasiOneDimensional Systems | 289 |
Metastable Quantum Phase Transitions in aOneDimensional Bose Gas | 311 |
Experimental Realizationsof Quantum Phases andQuantum Phase Transitions | 339 |
Quantum Phase Transitions in Quantum Dots | 341 |
Quantum Phase Transitions inTwoDimensional Electron Systems | 369 |
Simulations Based on Matrix Product Statesand Projected Entangled Pair States | 571 |
ContinuousTime Monte Carlo Methods forQuantum Impurity Problems and DynamicalMean Field Calculations | 597 |
Quantum PhaseTransitions Across Physics | 621 |
Quantum Phase Transitions in Dense QCD | 623 |
Quantum Phase Transitions in CoupledAtomCavity Systems | 647 |
Quantum Phase Transitions in Nuclei | 673 |
Quantum Critical Dynamics from Black Holes | 701 |
Back Cover | 725 |
Andere Ausgaben - Alle anzeigen
Häufige Begriffe und Wortgruppen
adiabatic algorithm antiferromagnetic atoms behavior bosons boundary cavity chemical potential classical condensate conduction electrons configuration correlation corresponding coupling critical exponent crossover cuprates degeneracy degrees of freedom density matrix described dimension dimer discussed disorder dissipative DMRG dynamics entanglement entropy evolution excitations experimental Fermi liquid Fermi surface fermionic ferromagnetic field theory FIGURE finite temperature fluctuations function ground Hamiltonian hopping impurity interaction invariant Ising model Kondo effect Lett limit linear magnetic field many-body mean-field Mott nematic observed obtained operators optical lattice order parameter pair particle perturbation phase diagram photon Phys physics problem quantum critical point quantum dot Quantum Phase Transitions quark quasi-particles quenches regime renormalization simulations singlet soliton space spatial spin superconducting superfluid symmetry tensor tion topological order toric code transformation valence bonds yrast
