Abstract
Instanton effects and three-loop perturbative contributions are incorporated into QCD sum-rule analyses of pseudoscalar () gluonium. Gaussian sum-rules are shown to be superior to Laplace sum-rules in optimized predictions for pseudoscalar gluonium states in the presence of instanton contributions. The Gaussian sum-rule analysis yields a pseudoscalar mass of and width bounded by . The Laplace sum-rules provide corroborating evidence in support of the mass scale.
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