Communications publiées lors de congrès ou colloques nationaux et internationaux (14)
  1. 9. Barnich, G., Brandt, F., & Claes, K. (2004). Asymptotically anti-de Sitter space-times: symmetries and conservation laws revisited. In M. Asorey & I. L. Shapiro (Eds.), Renormalization group and anomalies in gravity and Cosmology: proceedings of the International Conference on Renormalization Group and Anomalies in Gravity and Cosmology (pp. 114-117). (Nuclear physics., B,, Proceedings, supplements, 127). Amsterdam: Elsevier.
  2. 10. Barnich, G. (2003). Conserved charges in gravitational theories: contribution from scalar fields. In A. Semikhatov, M. Vasiliev, & V. N. Zaikin (Eds.), Proceedings of the third International A. D. Sakharov Conference on Physics Singapore, River Edge, N.J: Scientific World.
  3. 11. Barnich, G., Brandt, F., & Grigoriev, M. (2002). Seiberg-Witten maps in the context of the antifield formalism. In Proceedings of the Meeting of the RNT network (pp. 825-830). (Fortschritte der Physik, 50). Weinheim: Wiley-VCH Verlag.
  4. 12. Barnich, G. (2000). Classical and quantum aspects of the extended antifield formalism. In Proceedings of the Spring School on QFT and Hamiltonian systems: Vol. 10 (pp. 1-93) Craiova: Annals of the University of Craiova Physics AUC.
  5. 13. Barnich, G. (1998). Brackets in the jet-bundle approach to field theory. In Secondary Calculus and Cohomological Physics: proceedings of a Conference on Secondary Calculus and Cohomological Physics (pp. 17-27). (Contemporary mathematics (American Mathematical Society), 219). Providence: American Mathematical Society.
  6. 14. Barnich, G., Henneaux, M., & Tatar, R. (1994). Consistent interactions between gauge fields and local BRST cohomology: The example of Yang-Mills models. In F. Englert, M. Henneaux, & P. Spindel (Eds.), Proceedings of the Journées relativistes '93: Vol. 3 (pp. 139-144). (International journal of modern physics D, 1). Singapore: World Scientific Publishing.
    7.   Thèses et mémoires (2)
  7. 1. Barnich, G. (2000). Classical and quantum aspects of the extended antifield formalism (Thèse doctorale non-publiée). Université libre de Bruxelles, Faculté des sciences, Bruxelles.
  8. 2. Barnich, G. (1995). Local BRST cohomology in Yang-Mills theory. (Thèse doctorale non-publiée). Université libre de Bruxelles, Faculté des sciences, Bruxelles.
    9.   Divers (2)
  9. 1. Aggarwal, A., & Barnich, G. (2022). Phase transition of photons and gravitons in a Casimir box.
  10. 2. Barnich, G., & Del Monte, F. (2018). Introduction to Classical Gauge Field Theory and to Batalin-Vilkovisky Quantization: Lectures held at the 22nd "Saalburg" Summer School (2016).
    11.   Direction d'actes de colloque: chapitres rédigés par des membres de l'ULB (1)
  11. 1. Kleinschmidt, A. (2004). Higher spin fields from indefinite Kac-Moody algebras. In R. Argurio, G. Barnich, G. Bonelli, & M. Grigoriev (Eds.), Higher spin Gauge theories: proceedings. (International Solvay Institutes). Bruxelles: ULB/VUB.
    12.   Direction de thèses (10)
  12. 1. Bonte, M. (2022). Degrees of freedom and partition functions of gauge theories with planar boundaries (Thèse doctorale non-publiée). Université libre de Bruxelles, Faculté des Sciences – Physique, Bruxelles.
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