Submissions from Marco Lucati
- [1] faKiv:2405.07501 [pdf]
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Non-minimal Derivative GravityComments: 5 pages, 5 figures, v3: references added, discussion on the role of eigenvalues added
We study the gravitational force between two particles in a non-minimal derivative gravitational field theory and provide an equation that approximates the deterministic gravitational force. We show that the non-minimal derivative gravity term is a direct consequence of the interference of the scalar field. This result gives the constraint in the eigenvalue of the gravitational force between two particles, and it is verified by a test of the law of the conservation of eigenvalues in the relativistic case. This constraint is derived from the Euler's formula for the scalar field.