• Catren, G. (2014), Quantum Ontology in the Light of Gauge Theories, in C. de Ronde, S. Aerts and D. Aerts (eds.), Probing the Meaning of Quantum Mechanics: Physical, Philosophical, and Logical Perspectives, World Scientific.

  • Catren, G. (2014), On the Relation Between Gauge and Phase Symmetries, Foundations of Physics.

  • Page, J. and Catren, G. (2014), On the notions of indiscernibility and indeterminacy in the light of the Galois–Grothendieck theory, Synthese.

  • Page, J. and Catren, G. (2014), Towards a Galoisian lnterpretation of Heisenberg lndeterminacy Principle, Foundations of Physics.

  • Catren, G. (2013), Fibras cuánticas para sistemas clásicos: Introducción a la cuantificación geométrica, Scientiae Studia, Vol. 11, N° 1.

  • Catren, G. (2009): A Throw of the Quantum Dice Will Never Abolish the Copernican Revolution, Collapse. Philosophical Research and Development, Volume V, Falmouth: Urbanomic, 453-498.

  • Catren, G. (2009), Can Classical Description of Physical Reality Be Considered Complete?, in M. Bitbol, P. Kerszberg, and J. Petitot (eds.), Constituting Objectivity: Transcendental Approaches of Modern Physics, The Western Ontario Series in the Philosophy of Science, Vol. 74, Berlin: Springer-Verlag, 375-386.

  • Catren, G. et Devoto, J. (2008): Extended Connection in Yang-Mills Theory, Communications in Mathematical Physics, 284, 93-116.

  • Catren, G. (2008): On Classical and Quantum Objectivity, Foundations of Physics, 38, 470-487.

  • Catren, G. (2008), Geometric Foundations of Classical Yang-Mills Theory, Studies in History and Philosophy of Modern Physics, 39, 511-531.

  • Catren, G. and Simeone, C. (2006), Notes on Dilaton Quantum Cosmology, in C. Benton (ed.), Trends in General Relativity and Quantum Cosmology, New York: Nova Science Publishers, 49-77.

  • Castagnino, M., Catren, G. and Ferraro, R. (2002): Time Asymmetries in Quantum Cosmology and Boundary Conditions to the Wheeler-DeWitt Equation, Classical and Quantum Gravity. 19, 4729-4746.

  • Catren, G. and Ferraro, R. (2001), Quantization of the Taub Model with Extrinsic Time, Physical Review D, 63, 023502-1/7.



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