Colloquium: Exactly solvable Richardson-Gaudin models for many-body quantum systems
Explore this paper's citation graph
- Type
- article
- Published
- 2004-05-05
- Cited by
- 288
- References
- 87
- Access
- Open access
- OpenAlex
- https://openalex.org/W27243674
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:611020
Keywords
Physics, Boson, Pauli exclusion principle, Hamiltonian (control theory), Theoretical physics
References
- Exact Jastrow-Gutzwiller resonating-valence-bond ground state of the spin-(1/2 antiferromagnetic Heisenberg chain with 1/r2 exchange.
- Quantum Many-Body Systems in One Dimension
- The Interacting Boson Model: The interacting boson model-2
- Elementary excitations of the BCS model in the canonical ensemble
- Crossover from bulk to few-electron limit in ultrasmall metallic grains
- Elliptic Gaudin models and elliptic KZ equations
- New mechanism for the enhancement of sd dominance in interacting boson models.
- Application to the exact theory of the pairing model to some even isotopes of lead
- Particle vs. pair condensation in attractive Bose liquids
- Thermodynamic properties of a small superconducting grain
- Exact solution of an S=1/2 Heisenberg antiferromagnetic chain with long-ranged interactions.
- CONSERVATION OF PARTICLE NUMBER IN THE NUCLEAR PAIRING MODEL
- Condensate fragmentation in a new exactly solvable model for confined bosons.
- Calculation of the moment of inertia by a proper treatment of pairing correlations.
- Large-N limit of the exactly solvable BCS model: analytics versus numerics
- Nucleon-number-conserving description of pairing correlations in terms of occupation probability amplitudes.
- Coherent and chaotic properties of nuclear pairing
- Exact eigenstates of the pairing-force Hamiltonian
- MODEL CALCULATIONS WITH PAIRING FORCES.
- Theory of superconductivity
Cited by
- Benchmarking the Variational Reduced Density Matrix Theory in the Doubly Occupied Configuration Interaction Space with Integrable Pairing Models.
- Confinement quantique dans les nanocristaux supraconducteurs et transport électronique dans les réseaux de nanocristaux métalliques
- Spin-1 microcondensate in a magnetic field
- Particle-number-conserving theory for nuclear pairing
- Model wavefunction forms to describe strong correlation in quantum chemistry
- BCS ansatz for superconductivity in the light of the Bogoliubov approach and the Richardson–Gaudin exact wave function
- Analytical determination of the Cooper pair condensation using linearized solutions of the BCS Hamiltonian
- Mesoscopic bcs pairing in the repulsive one-dimensional hubbard model
- Making, probing and understanding ultracold Fermi gases
- Projected quasiparticle perturbation theory
- Coherent oscillations in superconducting cold Fermi atoms and their applications
- Ground State of 1D Bosons with Delta Interaction: Link to the BCS Model
- Quantum computation algorithm for many-body studies
- Coupled SU(3) models of rotational states in nuclei and quasi-dynamical symmetry
- Thermodynamics of the Two-Level Richardson Model
- Particle-hole duality, integrability, and Russian doll BCS model
- Effects of symmetry breaking in finite quantum systems
- BEC–BCS crossover in a (p+ip)-wave pairing Hamiltonian coupled to bosonic molecular pairs
- Classification of parameter-dependent quantum integrable models, their parameterization, exact solution and other properties
- The sl(2|1)(2) Gaudin magnet with diagonal boundary terms
Related papers
- Theoretical analysis of coherent electron transport in structures containing multiband superconductors with different types of superconducting pairing
- Regime of Validity of the Pairing Hamiltonian in the Study of Fermi Gases
- Role of fermion exchanges in statistical signatures of composite bosons
- Density expansion of the energy of N close-to-boson excitons
- Effective bosonic Hamiltonian for excitons: A too naive concept
- Exact diagonalization of the Hamiltonian for trapped interacting bosons in lower dimensions
- sdg Interacting boson hamiltonian in the seniority scheme
- Boson expansion techniques, the Pauli principle, and the quasiparticle random phase approximation phase transition
- A mechanism for pair formation in strongly correlated systems