Generalized variational procedure: An application to non-perturbative QCD
Osvaldo Civitarese, Peter Otto Hess, Davis Arturo Amor-Quiroz
TL;DR
This paper introduces a generalized variational method designed for algebraic solutions of many-body Hamiltonians, particularly effective in non-perturbative regimes, with an application to quantum chromodynamics.
Contribution
The paper develops a novel variational approach tailored for non-perturbative many-body problems, demonstrated through its application to non-perturbative QCD.
Findings
Effective algebraic solution for many-body Hamiltonians
Application to non-perturbative QCD
Potential for broader non-perturbative physics problems
Abstract
We present a generalized variational procedure oriented to the algebraic solution of many body Hamiltonians expressed in bosonic and fermionic variables. The method specializes in the non-perturbative regime of the solutions. As an example, we focus on the application of the method to non-perturbative QCD.
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