Pages that link to "Item:Q6160684"
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The following pages link to A variational derivation of the field equations of an action-dependent Einstein-Hilbert Lagrangian (Q6160684):
Displaying 19 items.
- General relativity from START (Q638964) (← links)
- Tuning up mind's pattern to nature's own idea: Eddington's early twenties case for variational derivatives (Q652828) (← links)
- Field equations and conservation laws derived from the generalized Einstein's Lagrangian density for a gravitational system and their influences upon cosmology (Q928264) (← links)
- Variational techniques on classes of Lagrangians (Q1098658) (← links)
- The least action principle in general relativity theory (Q1567998) (← links)
- On the choice of relativistic field Lagrangians (Q1576037) (← links)
- Conformally invariant generalization of Einstein equations and the causality principle (Q1604917) (← links)
- On the universality of Einstein equations (Q1822072) (← links)
- General relativity with a positive cosmological constant \(\lambda\) as a gauge theory (Q2306144) (← links)
- Polynomial form of the Hilbert-Einstein action (Q2503111) (← links)
- Universality of the Einstein theory of gravitation (Q2830813) (← links)
- Brans-Dicke Galileon and the variational principle (Q2835959) (← links)
- The variational structure of general relativity (Q3976148) (← links)
- The Einstein-Hilbert type action on foliations (Q4596961) (← links)
- Action functionals of single scalar fields and arbitrary-weight gravitational constraints that generate a genuine Lie algebra (Q5689723) (← links)
- Herglotz action for homogeneous cosmologies (Q6041792) (← links)
- Symmetries, Conservation and Dissipation in Time‐Dependent Contact Systems (Q6071994) (← links)
- A variational derivation of the field equations of an action-dependent Einstein-Hilbert Lagrangian (Q6160684) (← links)
- Contact Lie systems: theory and applications (Q6166706) (← links)
