Abhinav Prem
  • About
  • Group
  • Research
  • Publications
  • Teaching
  • Contact
  • Publications
    • Non-Equilibrium Phase Transition in a Boundary-Driven Dissipative Fermionic Chain
    • Stabilizing Non-Abelian Topological Order against Heralded Noise via Local Lindbladian Dynamics
    • Local-to-Global Entanglement Dynamics by Periodically Driving Impurities
    • Temporal Entanglement Transitions in the Periodically Driven Ising Chain
    • The Symmetry Taco: Equivalences between Gapped, Gapless, and Mixed-State SPTs
    • A Noisy Approach to Intrinsically Mixed-State Topological Order
    • Filling Constraints on Translation Invariant Dipole-Conserving Systems
    • Stable Symmetry-Protected Topological Phases in Systems with Heralded Noise
    • Rotational Symmetry Protected Edge and Corner States in Abelian Topological Phases
    • Quantum Many-Body Topology of Quasicrystals
    • Spectral Statistics in Constrained Many-Body Quantum Chaotic Systems
    • Thermalization and its Absence within Krylov Subspaces of a Constrained Hamiltonian
    • Cage-Net Fracton Models
    • Topological States on Fractal Lattices
    • Pinch Point Singularities of Tensor Spin Liquids
    • Symmetric Tensor Gauge Theories on Curved Spaces
    • Emergent Phases of Fractonic Matter
    • Glassy Quantum Dynamics in Translation Invariant Fracton Models
    • Topological Order, Symmetry, and Hall Response of Two-Dimensional Spin-Singlet Superconductors
  • Recent & Upcoming Talks
    • Topological Order in Open Quantum Systems
    • A TQFT Perspective on Fracton Order
  • Teaching
  • Projects
  • Experience
  • Contact
  • Group
  • Research

Filling Constraints on Translation Invariant Dipole-Conserving Systems

May 2, 2024·
Fiona Burnell
,
Sanjay Moudgalya
Abhinav Prem
Abhinav Prem
· 0 min read
PDF arXiv:2308.16241 PRB
Summary
Lieb-Schultz-Mattis-type filling constraints for one dimensional systems with dipole conservation.
Type
Preprint
Publication
arXiv
Last updated on May 2, 2024
← A Noisy Approach to Intrinsically Mixed-State Topological Order Sep 25, 2024
Stable Symmetry-Protected Topological Phases in Systems with Heralded Noise Apr 23, 2024 →

© 2026 Abhinav Prem

Published with Hugo Blox Builder — the free, open source website builder that empowers creators.