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Analytic structure, renormalization and gauge covariance of the Schwinger-Dyson equations for QED propagator

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發(fā)表日期:2017-08-07來(lái)源:近代物理研究所放大 縮小

  報告題目:Analytic structure, renormalization and gauge covariance of the Schwinger-Dyson equations for QED propagator 

  報告人:Dr. Shaoyang Jia  

   College of William and Mar 

  時(shí)間安排:2017年8月10日15:00         

  地點(diǎn):近代物理所5號樓1006會(huì )議室 

  報告摘要 

  The spectral representation of the QED fermion propagator is closely related to the analytic structure of the propagator as functions on the com- plex momentum plane. When combined with the Ward-Green-Takahashi identity, such a representation allows the propagator Schwinger-Dyson equations to be solved directly in Minkowski space with on-shell renor- malization conditions. We further discuss truncations of the Schwinger- Dyson equations for the QED two-point functions to maintain analytic structures, loop-renormalizability conditions, and gauge covariances. 

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