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Quantum Electrodynamics in d=3 from the ε Expansion.

Lorenzo Di Pietro1, Zohar Komargodski1, Itamar Shamir1

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We investigated quantum electrodynamics in three dimensions, finding a critical number of fermion flavors (N_{f}^{c}) that determines theory behavior. Below N_{f}^{c}, chiral symmetry breaking occurs, impacting quantum field theory dynamics.

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Area of Science:

  • Quantum Field Theory
  • Condensed Matter Physics
  • High Energy Physics

Background:

  • Quantum electrodynamics in 3D (QED3) exhibits complex behavior depending on fermion flavor number (N_{f}).
  • Chiral symmetry breaking is a key phenomenon in such theories for N_{f} below a critical value (N_{f}^{c}).

Purpose of the Study:

  • To analyze the infrared (IR) behavior of QED3 using an epsilon expansion around d=4-2ε.
  • To compute critical exponents and understand the role of fermion bilinear and quadrilinear operators.
  • To investigate the enhanced symmetries in 3D spinors and their corresponding conserved currents.

Main Methods:

  • Utilizing an epsilon expansion (d=4-2ε) to study the 3D conformal field theory.
  • Perturbative calculations of infrared dimensions for fermion operators.
  • Identifying operators corresponding to enhanced symmetries in 3D.

Main Results:

  • The epsilon expansion provides estimates for the critical number of flavors (N_{f}^{c}).
  • Quadrilinear operators can become relevant in the IR for small N_{f}, destabilizing the fixed point.
  • The dimensions of operators associated with enhanced symmetries at d=3 were computed.

Conclusions:

  • The study provides insights into the phase structure of QED3, particularly around the chiral symmetry breaking transition.
  • The epsilon expansion is a viable tool for estimating N_{f}^{c} and understanding operator relevance.
  • The enhanced symmetries in 3D QED3 and their associated conserved currents are characterized.