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Hubbard model

  • First-Principles Calculations and Model Hamiltonian Approaches to Electronic and Optical Properties of Defects, Interfaces and Nanostructures

    First-Principles Calculations and Model Hamiltonian Approaches to Electronic and Optical Properties of Defects, Interfaces and Nanostructures

  • 8.7 Hubbard Model

    8.7 Hubbard Model

  • The Limits of the Hubbard Model

    The Limits of the Hubbard Model

  • Arxiv:2007.01582V2 [Quant-Ph] 15 Jul 2020

    Arxiv:2007.01582V2 [Quant-Ph] 15 Jul 2020

  • Mott Transition in the Π-Flux SU(4) Hubbard Model on a Square Lattice

    Mott Transition in the Π-Flux SU(4) Hubbard Model on a Square Lattice

  • Arxiv:1912.06007V3 [Quant-Ph] 30 Nov 2020 Iσ Jσ Google of a Quantum Computation Outperforming a Classical Hi,Ji,Σ I Supercomputer Contained 430 Two-Qubit Gates [8]

    Arxiv:1912.06007V3 [Quant-Ph] 30 Nov 2020 Iσ Jσ Google of a Quantum Computation Outperforming a Classical Hi,Ji,Σ I Supercomputer Contained 430 Two-Qubit Gates [8]

  • View Publication

    View Publication

  • Arxiv:2101.06032V3 [Quant-Ph] 26 May 2021 Quantum Ground States

    Arxiv:2101.06032V3 [Quant-Ph] 26 May 2021 Quantum Ground States

  • Thermodynamics of the 3D Hubbard Model on Approaching the Nйel

    Thermodynamics of the 3D Hubbard Model on Approaching the Nйel

  • Thermodynamics of the Metal-Insulator Transition in the Extended Hubbard Model

    Thermodynamics of the Metal-Insulator Transition in the Extended Hubbard Model

  • Mean-Field Phase Diagram of the Extended Bose-Hubbard Model Of

    Mean-Field Phase Diagram of the Extended Bose-Hubbard Model Of

  • Phase Diagram of the Bose Hubbard Model

    Phase Diagram of the Bose Hubbard Model

  • Quantum Fluctuations Beyond the Gutzwiller Approximation in The

    Quantum Fluctuations Beyond the Gutzwiller Approximation in The

  • Fermionic Hubbard Model the Hamiltonian of the Fermionic Hubbard Model Reads: ˆ X † X H = −T Aˆiσaˆjσ + U Nˆi↑Nˆi↓

    Fermionic Hubbard Model the Hamiltonian of the Fermionic Hubbard Model Reads: ˆ X † X H = −T Aˆiσaˆjσ + U Nˆi↑Nˆi↓

  • Hubbard Model: an Overview

    Hubbard Model: an Overview

  • 1. Introduction to the Hubbard Model 2. Coupled Dimer Antiferromagnet 3

    1. Introduction to the Hubbard Model 2. Coupled Dimer Antiferromagnet 3

  • Fermi-Hubbard Physics with Atoms in an Optical Lattice1

    Fermi-Hubbard Physics with Atoms in an Optical Lattice1

  • Fermions in Two Dimensions and Exactly Solvable Models

    Fermions in Two Dimensions and Exactly Solvable Models

Top View
  • The Fermionic Hubbard Model in an Optical Lattice
  • An Introduction to the Hubbard Hamiltonian
  • Scattering Matrix and Excitation Spectrum of the Hubbard Model
  • The Hubbard Model in Condensed Matter and AMO Systems
  • Introduction to the Hubbard Model
  • The Hubbard Model Within the Equations of Motion Approach
  • Quasiparticle Properties Under Interactions in Weyl and Nodal Line Semimetals
  • Non-Abelian Anyons and Topological Quantum Computation
  • Lecture Notes: Fermi-Hubbard Model
  • The Landscape of the Hubbard Model
  • Critical Exponents for the One-Dimensional Hubbard Model
  • Solving the One-Dimensional Hubbard Model with the Bethe Ansatz
  • Superfluid to Mott Insulator Transition in the Bose-Hubbard Model
  • Elementary Introduction to the Hubbard Model
  • Quantum Bits with Macroscopic Topologically Protected States in Semiconductor Devices
  • Simulating Quantum Materials with Digital Quantum Computers
  • Quantum Magnetism
  • CHAPTER I Numerical Methods for Quantum Monte Carlo Simulations


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