# Discretization effects in $N_c=2$ QCD and Random Matrix Theory

Kieburg M, Verbaarschot J, Zafeiropoulos S (2015) .

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Abstract
We summarize the analytical solution of the Chiral Perturbation Theory forthe Hermitian Wilson Dirac operator of $N_c=2$ QCD with quarks in thefundamental representation. Results have been obtained for the quenchedmicroscopic spectral density, the distribution of the chiralities over the realmodes and the chiral condensate. The analytical results are compared withresults from a Monte Carlo simulation of the corresponding Random MatrixTheory.
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Kieburg M, Verbaarschot J, Zafeiropoulos S. Discretization effects in $N_c=2$ QCD and Random Matrix Theory. 2015.
Kieburg, M., Verbaarschot, J., & Zafeiropoulos, S. (2015). Discretization effects in $N_c=2$ QCD and Random Matrix Theory
Kieburg, M., Verbaarschot, J., and Zafeiropoulos, S. (2015). Discretization effects in $N_c=2$ QCD and Random Matrix Theory.
Kieburg, M., Verbaarschot, J., & Zafeiropoulos, S., 2015. Discretization effects in $N_c=2$ QCD and Random Matrix Theory.
M. Kieburg, J. Verbaarschot, and S. Zafeiropoulos, “Discretization effects in $N_c=2$ QCD and Random Matrix Theory”, 2015.
Kieburg, M., Verbaarschot, J., Zafeiropoulos, S.: Discretization effects in $N_c=2$ QCD and Random Matrix Theory. (2015).
Kieburg, Mario, Verbaarschot, Jacobus, and Zafeiropoulos, Savvas. “Discretization effects in $N_c=2$ QCD and Random Matrix Theory”. (2015).
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