On gravitational Lagrangians in flat space-time

Physics

Scientific paper

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Euler-Lagrange Equation, Gravitation Theory, Particle Motion, Space-Time Functions, Variational Principles, Differential Equations, Equations Of Motion, Tensors

Scientific paper

Consideration is given to the set of all gravitational theories based on a unique variational principle with a generic Lagrangian that leads to a flat space-time such that the theory is free of internal inconsistencies. Motion and field equations are derived from a variational principle on the model of electromagnetic action in flat space-time, assuming that the only symmetry of the Lagrangian is that it is not an explicit function of the arc length. It is shown that the necessary and sufficient condition for the space-time to be flat is that the particle plus interaction Lagrangians be equal to the sum of a homogeneous function of degree 1 of the absolute velocity and an arbitrary function of the constant metric tensor of flat space-time and the particle velocity, which is not equal to the sum of a constant product of the parameters and a constant.

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