A GUP-corrected pion wave function with multiple Fock states yields a positive correction to the form factor, but the decisive coefficients are asserted rather than derived.
Light front holographic QCD theory in the generalized uncertainty principle framework
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abstract
In this article, we develop the framework of light-front holographic QCD in the presence of a minimal length scale by incorporating the Generalized Uncertainty Principle (GUP) into the QCD Lagrangian. From this modified theory, we derive a GUP-corrected light-front holographic QCD (LFH QCD) equation and obtain the corresponding hadronic mass spectrum. Our results show that the hadronic mass spectrum acquires an additional GUP-dependent term that increases the masses. This mass enhancement leads to significantly improved agreement between the theoretical predictions and experimental data.
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Minimal length effect on meson form factors in light front AdS$_{5}$/QCD
A GUP-corrected pion wave function with multiple Fock states yields a positive correction to the form factor, but the decisive coefficients are asserted rather than derived.