Quantum Field Theory

• R. Kleiss, I. Malamos, G. v.d. Oord:
  Majoranized Feynman rules
  [hep-ph/0906.3388]
• W. C. Haxton:
  Fundamental Symmetries and Conservation Laws
  [nucl-th/0902.1377]
• Julius Wess:
  From Symmetry to Supersymmetry
  [hep-ph/0902.2201]
• Howard Georgi:
  Unparticle Physics
  [hep-ph/0703260]
• Howard Georgi:
  Another Odd Thing About Unparticle Physics
  PRL 98, 221601 (2007), [hep-ph/0704.2457]
• Alexander L. Bondarev, Alexander R. Roslik:
  About calculation of traces of Dirac gamma-matrices contracted with massless vectors in Minkowski space
  [hep-ph/0710.0274]
• D. Maitre, P. Mastrolia:
  S@M, a Mathematica Implementation of the Spinor-Helicity Formalism
  [hep-ph/0710.5559]
• A. D. Kennedy, T. Binoth, T. Rippon:
  Automating Renormalization of Quantum Field Theories
  [hep-ph/0712.1016]
• Y.S.Kim, Marilyn E. Noz:
  Can the quark model be relativistic enough to include the parton model?
  [hep-ph/0803.2633]
• M. Williams:
  Numerical Object Oriented Quantum Field Theory Calculations
  [hep-ph/0805.2956]
• Fabio Costa, Federico Piazza:
  Modelling a Particle Detector in Field Theory
  [hep-th/0805.0806]
• Neil D. Christensen, Claude Duhr:
  FeynRules - Feynman rules made easy
  [hep-ph/0806.4194]
• Herbi K. Dreiner, Howard E. Haber, Stephen P. Martin:
  Two-component spinor techniques and Feynman rules for quantum field theory and supersymmetry
  [hep-ph/0812.1594]
• Stephen P. Martin:
  A Supersymmetry Primer
  [hep-ph/9709356]
• H. Nikolic:
  Is quantum field theory a genuine quantum theory? Foundational insights on particles and strings
  [hep-th/0705.3542]
• Richard M. Weiner:
  The mysteries of fermions
  [hep-ph/0901.3816]
• John Collins:
  The Problem Of Scales: Renormalization and All That
  [hep-ph/9510276]