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This work presents a comprehensive analysis of hadron τ decays using Resonance Effective Theory (RET) within Quantum Chromodynamics (QCD). It examines axial-vector form factors, analyzing experimental data from ALEPH, CLEO-II, and OPAL. The study compares established models by Gounaris & Sakurai and Kühn & Santamaría, assessing their effectiveness in describing the data. Key findings include new parameterizations for structure functions and insights into asymptotic behaviors governed by QCD. The outlook emphasizes the potential for further refinements in understanding τ → 3Pντ processes.
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: Resonance Effective Theory versus Experiment J. Portolés IFIC, Valencia
Summary • Short overview: Hadron decays • Axial-Vector form factors • The Resonance Effective Theory of QCD Spectrum and structure functions • Analysis of experimental data: ALEPH,CLEO-IIandOPAL
Form factors in up to now • Models Gounaris & Sakurai (1968) Kühn & Santamaría (1990) • Quantity and Quality of data: ALEPH, CLEO-II, OPAL • Parameterization to analyse experimental data TAUOLA[Z. Was & collab.]
About TAUOLA • Kühn & Santamaríamodel • Low-energyexpansionin
in the Resonance Effective Theory [D. Gómez Dumm, A. Pich, J.P., hep-ph/0312183] • ResonanceChiralTheory (RcT) [Ecker et al. 1989] + ….. but • Oneoctetofresonancesonly • Off-shellwidthsfor(770) anda1(1260) • AsymptoticbehaviourruledbyQCD
Resonance Chiral Theory + 1/NC a1 LRT = L(2) + LV+ LA + LVAP 5unknown couplings
Asymptotic behaviour of ImA [G. Floratos, S. Narison, E. de Rafael,1979] • QCD ruled asymptotic behaviour of form factors 3unknowncouplings • Feynman diagrams :1 ONLYunknown, 0 Four parameters a1(1260)
Fit to the ALEPH spectrum
Structure functions OPAL CLEO-II
Outlook • Axial-vector form factors in Good description ofALEPH,CLEO-II andOPALexperimental data New determination of : Prediction of Structure Functions : main features already included tiny contributions from • Room for improvement : • Analysis of all 3P processes