Constraints on the momentum dependence of rho-omega mixing
arXiv:hep-ph/9405273 · doi:10.1016/0370-2693(94)00991-0
Abstract
Within a broad class of models we show that the amplitude for rho^0-omega mixing must vanish at the transition from timelike to spacelike four momentum. Hence in such models the mixing is either zero everywhere or is necessarily momentum-dependent. This lends support to the conclusions of other studies of rho-omega mixing and calls into question standard assumptions about the role of rho-omega mixing in the theoretical understanding of charge-symmetry breaking in nuclear systems.
8 pages. Publication details added to title page
References in corpus (7)
- The Momentum Dependence of the Mixing Amplitude in a Hadronic Model
- The Off Shell - Mixing in the QCD Sum Rules
- The Nolen-Schiffer anomaly and isospin symmetry breaking in nuclear matter
- Charge-Symmetry Breaking, Rho-Omega Mixing and the Quark Propagator
- Charge symmetry breaking via rho-omega mixing from model quark-gluon dynamics
- Off-shell Behavior of the Mixing Amplitude
- -Dependence of Meson Mixing in Few-Body Charge Symmetry Breaking: Mixing to One Loop in Chiral Perturbation Theory
Cited by in corpus (52)
- The high-precision, charge-dependent Bonn nucleon-nucleon potential (CD-Bonn)
- Nucleon and hadron structure changes in the nuclear medium and impact on observables
- Rho-omega mixing, vector meson dominance and the pion form-factor
- The nucleon-nucleon interaction
- Hadron Physics from the Global Color Model of QCD
- Effective chiral Lagrangians for spin-1 mesons
- Upgraded Breaking Of The HLS Model: A Full Solution to the tau-e+e- and phi Decay Issues And Its Consequences On g-2 VMD Estimates
- Radiative Decays, Nonet Symmetry and SU(3) Breaking
- The Dipion Mass Spectrum In e+e- Annihilation and tau Decay: A Dynamical (rho0, omega, phi) Mixing Approach
- Rho-omega Mixing and the Pion Electromagnetic Form-Factor
- Analysis of rho-omega interference in the pion form-factor
- Charge symmetry breaking of the nucleon-nucleon interaction: - mixing VERSUS nucleon mass splitting
- Selected nucleon form factors and a composite scalar diquark
- Extracting the rho-omega mixing amplitude from the pion form-factor
- Anomalous Decays: The Triangle and Box Anomalies
- Charge Independence and Charge Symmetry
- Q**2 Dependence of Nuclear Shadowing
- Charge-Symmetry-Breaking Potentials from Isospin-Violating Meson-Baryon Coupling Constants
- Matter induced rho-omega mixing
- The Mixed-Isospin Vector Current Correlator in Chiral Perturbation Theory and QCD Sum Rules
- Rho-Omega Mixing via QCD Sum Rules with Finite Mesonic Widths
- Two Model-Independent Results for the Momentum Dependence of Rho-Omega Mixing
- Direct CP Violation, Branching Ratios and Form Factors , in Decays
- Vector meson dominance and the rho meson
- --Mixing and the Pion Electromagnetic Form Factor in the Nambu--Jona-Lasinio Model
- Mesonic Width Effects on the Momentum Dependence of the Rho-Omega Mixing Matrix Element
- Charge symmetry breaking in mirror nuclei from quarks
- Comparison of Chiral Perturbation Theory and QCD Sum Rule Results for Pseudoscalar Isoscalar-Isovector Mixing
- axial-vector mixing and charge symmetry breaking
- Isospin-Violating Meson-Nucleon Vertices as an Alternate Mechanism of Charge-Symmetry Breaking
- Pi- Eta Mixing from QCD Sum Rules
- Isospin Breaking and -> Decay
- Isospin Violations in the Pion-Nucleon System
- Tri-meson-mixing of -- and -- in the light-cone quark model
- Extracting Br(omega->pi^+ pi^-) from the Time-like Pion Form-factor
- Meson mixing amplitudes in asymmetric nuclear matter
- The Pion Form Factor Within the Hidden Local Symmetry Model
- Weak magnetic field corrections to light vector or axial mesons mixings and vector meson dominance
- Relativistic deformed mean-field calculation of binding energy differences of mirror nuclei
- Few Body Reserch - Summary
- Vector Meson Mixing and Charge Symmetry Violation
- - mixing and spin dependent CSV potential
- The Okamoto-Nolen-Schiffer anomaly without rho-omega mixing
- Temperature and Density Effects on the Nucleon Mass Splitting
- Vector Meson Dominance and Rho-Omega Mixing
- On extracting the rho-omega mixing amplitude from the pion form-factor
- Mixing at High Temperature and Density
- mixing in the presence of a weak magnetic field
- Matter induced charge symmetry violating NN potential
- Isospin breaking from diquark clustering
- Status of the decay with a chiral-odd -meson light-cone distribution amplitude
- - mixing and charge symmetry violating NN potential in matter