Applications of the Eigenmodes of the Staggered Dirac Operator

Abstract

We have constructed the lowest few eigenvectors of the staggered Dirac operator on SU(3) gauge configurations, both quenched and dynamical. We use these modes to study the topological charge and to construct approximate hadronic correlators.

3 pages, LaTeX, 5 eps figures, uses espcrc2.sty. To be published in the proceedings of Lattice 97, Edinburgh, Scotland

Cited by in corpus (9)

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• Strangeness and charmness content of nucleon from overlap fermions on 2+1-flavor domain-wall fermion configurations
• The Index Theorem and Universality Properties of the Low-lying Eigenvalues of Improved Staggered Quarks
• Overlap Valence on 2+1 Flavor Domain Wall Fermion Configurations with Deflation and Low-mode Substitution
• The Low-Lying Dirac Spectrum of Staggered Quarks
• On the spectrum of the Wilson-Dirac lattice operator in topologically non-trivial background configurations
• Eigenvalues and Eigenvectors of the Staggered Dirac Operator at Finite Temperature
• Effects of Topology in the Dirac Spectrum of Staggered Fermions
• Index Theorem and Random Matrix Theory for Improved Staggered Quarks