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Noether Symmetries in f(Q)-Cosmology
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Noether Symmetries in f(Q)-Cosmology
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We apply the Noether symmetry analysis in $f\left( Q\right)$-Cosmology to determine invariant functions and conservation laws for the cosmological field equations. For the FLRW background and the four families of connections, it is found that only power-law $f\left( Q\right)$ functions admit point Noether symmetries. Finally, exact and analytic solutions are derived using the invariant functions.
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Cited by 1 Pith paper
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Cosmological solutions in $f(Q)$ gravity via Noether symmetry approach
Noether symmetry in f(Q) gravity yields only the standard pure power-law Lagrangian f(Q) ∝ Q^p, and the claimed power-law solutions, stability table, and Planck consistency fail the paper's own equations.
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