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Vertex function

  • Effective Quantum Field Theories Thomas Mannel Theoretical Physics I (Particle Physics) University of Siegen, Siegen, Germany

    Effective Quantum Field Theories Thomas Mannel Theoretical Physics I (Particle Physics) University of Siegen, Siegen, Germany

  • On Topological Vertex Formalism for 5-Brane Webs with O5-Plane

    On Topological Vertex Formalism for 5-Brane Webs with O5-Plane

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    Quantum Electrodynamics in Strong Magnetic Fields. 111* Electron-Photon Interactions

  • Sum Rules and Vertex Corrections for Electron-Phonon Interactions

    Sum Rules and Vertex Corrections for Electron-Phonon Interactions

  • The Electron Self-Energy in the Green's-Function Approach

    The Electron Self-Energy in the Green's-Function Approach

  • Self-Consistent Green's Functions with Three-Body Forces

    Self-Consistent Green's Functions with Three-Body Forces

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    Positronium Hyperfine Splitting Corrections Using Non-Relativistic QED

  • The Standard Model and Electron Vertex Correction

    The Standard Model and Electron Vertex Correction

  • 11 Perturbation Theory and Feynman Diagrams

    11 Perturbation Theory and Feynman Diagrams

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    5 Density Functional Theories and Self-Energy Approaches

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    Quantum Field Theoretic Perturbation Theory

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    Vol 2 7 H» 1 7 [2]

  • Hopf Algebra Approach to Feynman Diagram Calculations

    Hopf Algebra Approach to Feynman Diagram Calculations

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    1 Loops and Renormalization

  • Hyperfine Splitting in Non-Relativistic Bound States Marc E. Baker Doctor

    Hyperfine Splitting in Non-Relativistic Bound States Marc E. Baker Doctor

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    Renormalization, Non-Abelian Gauge Theories and Anomalies Lecture

  • Many-Body Theory Calculations of Positron Binding to Negative Ions

    Many-Body Theory Calculations of Positron Binding to Negative Ions

  • An Introduction to Highly Entangled States of Quantum Matter (7 January 2014)

    An Introduction to Highly Entangled States of Quantum Matter (7 January 2014)

Top View
  • Notes on Quantum Field Theory Mark Srednicki UCSB
  • Advanced Quantum Field Theory
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  • Notes on Quantum Field Theory Mark Srednicki UCSB
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  • Physics.Atom-Ph] 24 Mar 2004 Tlweege.Tepsto a Lotmoaiycpueoeo Th of Effe One These Capture for Temporarily Account to Also Need May the Description
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  • Arxiv:2009.08308V3 [Quant-Ph] 18 Dec 2020 Unveiling a Hidden
  • Theory of the Evolution of Superconductivity in Sr2ruo4 Under Anisotropic Strain


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