Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Danilo Nascimento Guimaraes; Laurent Sanchez-Palencia

doi:10.48550/arXiv.2605.06171

Paper details

Research paper

Computational MultiscaleComputational Kinetic Model

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Danilo Nascimento Guimaraes, Laurent Sanchez-Palencia

arXiv preprint·2026·arXiv:2605.06171

Samples

Each sample groups how it was prepared, characterized, and measured. Click a card to expand.

Continuous-space simulated 2D bosonic system in a balanced honeycomb optical potential.

1 characterization1 property1 figure

SimulatedBosons in honeycomb optical latticeStudied Material

Continuous-space simulated 2D bosonic system in an h-BN-like optical potential with broken sublattice symmetry.

1 characterization1 figure

SimulatedBosons in h-BN optical latticeStudied Material

Materials

Bosons in honeycomb optical lattice

Studied Material

Also known as

honeycomb latticegraphene-like optical lattice

Variables

geometric_phase= 0

studied material

Bosons in h-BN optical lattice

Why these are connected

Related documents with shared materials, methods, properties, or citations.

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study | Matter42 Literature

Properties

Type	Label	Value	Material	Sample	Condition	Source
Band Structure Approximation Error	lowest-band tight-binding reproduction accuracy	1%	Bosons in honeycomb optical lattice	Continuous-space simulated 2D bosonic system in a balanced h		—

Properties

Type	Label	Value	Material	Sample	Condition	Source
Band Structure Approximation Error	lowest-band tight-binding reproduction accuracy	1%	Bosons in honeycomb optical lattice	Continuous-space simulated 2D bosonic system in a balanced h		—

Properties

Type	Label	Value	Material	Sample	Condition	Source
Band Structure Approximation Error	lowest-band tight-binding reproduction accuracy	1%	Bosons in honeycomb optical lattice	Continuous-space simulated 2D bosonic system in a balanced h		—

Properties

Type	Label	Value	Material	Sample	Condition	Source
Band Structure Approximation Error	lowest-band tight-binding reproduction accuracy	1%	Bosons in honeycomb optical lattice	Continuous-space simulated 2D bosonic system in a balanced h		—

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Samples

Continuous-space simulated 2D bosonic system in a balanced honeycomb optical potential.

Continuous-space simulated 2D bosonic system in an h-BN-like optical potential with broken sublattice symmetry.

Materials

Why these are connected

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Samples

Continuous-space simulated 2D bosonic system in a balanced honeycomb optical potential.

Continuous-space simulated 2D bosonic system in an h-BN-like optical potential with broken sublattice symmetry.

Materials

Why these are connected

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Samples

Continuous-space simulated 2D bosonic system in a balanced honeycomb optical potential.

Continuous-space simulated 2D bosonic system in an h-BN-like optical potential with broken sublattice symmetry.

Materials

Why these are connected

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Samples

Continuous-space simulated 2D bosonic system in a balanced honeycomb optical potential.

Continuous-space simulated 2D bosonic system in an h-BN-like optical potential with broken sublattice symmetry.

Materials

Why these are connected

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Samples

Continuous-space simulated 2D bosonic system in a balanced honeycomb optical potential.

Continuous-space simulated 2D bosonic system in an h-BN-like optical potential with broken sublattice symmetry.

Materials

Why these are connected

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Samples

Continuous-space simulated 2D bosonic system in a balanced honeycomb optical potential.

Continuous-space simulated 2D bosonic system in an h-BN-like optical potential with broken sublattice symmetry.

Materials

Why these are connected

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Samples

Continuous-space simulated 2D bosonic system in a balanced honeycomb optical potential.

Continuous-space simulated 2D bosonic system in an h-BN-like optical potential with broken sublattice symmetry.

Materials

Why these are connected

Quantum phase diagrams for bosons in hexagonal optical potentials: A continuous-space quantum Monte Carlo study

Samples

Continuous-space simulated 2D bosonic system in a balanced honeycomb optical potential.

Continuous-space simulated 2D bosonic system in an h-BN-like optical potential with broken sublattice symmetry.

Materials

Why these are connected

Characterization

Properties

Simulations

Characterization

Properties

Simulations

Characterization

Properties

Simulations

Characterization

Properties

Simulations