Review articles on Local Quantum Physics

• R. Brunetti, K. Fredenhagen, Algebraic approach to quantum field theory, 2004
  (Elsevier Encyclopedia of Mathematical Physics, edited by J.-P. Francoise, G. Naber and T.S. Tsun, to be published 2006).

• H.-J. Borchers, On revolutionizing quantum field theory with Tomita's modular theory, 1999.
  J. Math. Phys. 41 (2000) 3604-3673.

• D. Buchholz, Current trends in axiomatic quantum field theory, 1998.
  Lect. Notes Phys. 558 (2000) 43-64.

• D. Buchholz, Algebraic quantum field theory: a status report, 2000.
  Plenary talk given at 13th International Congress in Mathematical Physics (ICMP 2000), London, July 2000.

• D. Buchholz, R. Haag, The quest for understanding in relativistic quantum physics, 1999.
  J. Math. Phys. 41 (2000) 3674-3697.

• D. Buchholz, S.J. Summers: Scattering in relativistic quantum field theory: Fundamental concepts and tools , 2005
  (Elsevier Encyclopedia of Mathematical Physics, edited by J.-P. Francoise, G. Naber and T.S. Tsun, to be published 2006)

• M. Dütsch, K. Fredenhagen, Perturbative renormalization and BRST, 2004
  (Elsevier Encyclopedia of Mathematical Physics, edited by J.-P. Francoise, G. Naber and T.S. Tsun, to be published 2006).

• K. Fredenhagen, K.-H. Rehren: Algebraische Quantenfeldtheorie, 1998.
  Essay im Lexikon für Physik, Spektrum Akademischer Verlag, Heidelberg, 1998.

• K. Fredenhagen, K.-H. Rehren, E. Seiler: Quantum field theory: where we are, 2006.
  to appear in: An Assessment of Current Paradigms in the Physics of Fundamental Phenomena, Springer Verlag, 2006.

• R. Haag, Questions in quantum physics: a personal view, 2000.
  in: Mathematical Physics 2000, A. Fokas et al. (eds.), Imperial College Press, 2000.

• H. Halvorson, M. Müger, Algebraic quantum field theory, 2006.

• N.P. Landsman, Local quantum physics, 1996 (book review on R. Haag's book).

• J. Mund, K.-H. Rehren: Symmetries in QFT of lower spacetime dimensions, 2005
  (Elsevier Encyclopedia of Mathematical Physics, edited by J.-P. Francoise, G. Naber and T.S. Tsun, to be published 2006).

• J. Roberts, More lectures on algebraic quantum field theory, 2000.
  in: Noncommutative Geometry, Lect. Notes Math. 1831, S. Doplicher and R. Longo (eds.), pp. 263-342.

• S. Summers, Tomita-Takesaki Modular Theory, 2005
  (Elsevier Encyclopedia of Mathematical Physics, edited by J.-P. Francoise, G. Naber and T.S. Tsun, to be published 2006).

• S. Summers, On the Stone-von Neumann uniqueness theorem and its ramifications, 1998.
  in: John von Neumann and the Foundations of Quantum Physics, M. Redei, M. Stöltzner (eds.), Kluwer 2001

• B. Schroer, Particle physics and quantum field theory at the turn of the century: old principles with new concepts, 1998.
  J. Math. Phys. 41 (2000) 3801-3831.

• B. Schroer, Algebraic quantum field theory and operator algebras, 2001.

• I.T. Todorov, Two-dimensional conformal quantum field theory and beyond. Lessons from a continuing fashion, 2000.
  Lett. Math. Phys. 56 (2001) 151-161; Moshe Flato Conference Special Issue (2000).