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Miron, R., Jannussis, A. and Zet, G. (2004) In Tsagas, Gr., Ed., Proc. Conf. Applied Differential Geometry—Gen. Rel. and the Workshop on Global Analysis, Differential Geometry and Lie Algebra, 2001, Geometry Balkan Press, 101.

has been cited by the following article:

• TITLE: Generalized Lagrange Structure of Deformed Minkowski Spacetime

  AUTHORS: Roberto Mignani, Fabio Cardone, Andrea Petrucci

  KEYWORDS: Deformed Space-Time, Lorentz Invariance, Generalized Lagrange Space

  JOURNAL NAME: Natural Science, Vol.6 No.6, April 16, 2014

  ABSTRACT: We discuss the generalized Lagrange structure of a deformed Minkowski space (DMS), , namely a (four-dimensional) generalization of the (local) space-time based on an energy-dependent “deformation” of the usual Minkowski geometry. In , local Lorentz invariance is naturally violated, due to the energy dependence of the deformed metric. Moreover, the generalized Lagrange structure of allows one to endow the deformed space-time with both curvature and torsion.