We generalize the theory of nonlocal constants of motion to higher-order Lagrangian Dynamics. Novel first integrals are discovered, standard noetherian results are recovered. Applications include Pais-Uhlenbeck oscillator and models of modified gravity
We consider autonomous holonomic dynamical systems defined by equations of the form q¨a=−Γbca(q)q˙bq...
In this paper we revisit Noether's theorem on the constants of motion for Lagrangian mechanical syst...
In order to study the connections between Lagrangian and Hamiltonian formalisms constructed from ape...
We generalize the theory of nonlocal constants of motion to higher-order Lagrangian Dynamics. Novel ...
We generalize the theory of nonlocal constants of motion to higher-order Lagrangian Dynamics. Novel ...
We describe a recipe to generate ``nonlocal'' constants of motion for ODE Lagrangian systems. As a s...
We describe a recipe to generate “nonlocal” constants of motion for ODE Lagrangian systems. As a sam...
A simple general theorem is used as a tool that generates nonlocal constants of motion for Lagrangia...
Abstract We prove the equivalence between non-local gravity with an arbitrary form factor and a non-...
A Hamiltonian formalism is set up for nonlocal Lagrangian systems. The method is based on obtaining ...
We give a recipe to generate ``nonlocal'' constants of motion for ODE Lagrangian systems and we appl...
A Hamiltonian formalism is set up for nonlocal Lagrangian systems. The method is based on obtaining ...
We study the initial value problem for actions which contain non-trivial functions of integrals of l...
In this paper we revisit Noether\u2019s theorem on the constants of motion for Lagrangian mechanical...
We give a recipe to generate “nonlocal” constants of motion for ODE Lagrangian systems and we apply ...
We consider autonomous holonomic dynamical systems defined by equations of the form q¨a=−Γbca(q)q˙bq...
In this paper we revisit Noether's theorem on the constants of motion for Lagrangian mechanical syst...
In order to study the connections between Lagrangian and Hamiltonian formalisms constructed from ape...
We generalize the theory of nonlocal constants of motion to higher-order Lagrangian Dynamics. Novel ...
We generalize the theory of nonlocal constants of motion to higher-order Lagrangian Dynamics. Novel ...
We describe a recipe to generate ``nonlocal'' constants of motion for ODE Lagrangian systems. As a s...
We describe a recipe to generate “nonlocal” constants of motion for ODE Lagrangian systems. As a sam...
A simple general theorem is used as a tool that generates nonlocal constants of motion for Lagrangia...
Abstract We prove the equivalence between non-local gravity with an arbitrary form factor and a non-...
A Hamiltonian formalism is set up for nonlocal Lagrangian systems. The method is based on obtaining ...
We give a recipe to generate ``nonlocal'' constants of motion for ODE Lagrangian systems and we appl...
A Hamiltonian formalism is set up for nonlocal Lagrangian systems. The method is based on obtaining ...
We study the initial value problem for actions which contain non-trivial functions of integrals of l...
In this paper we revisit Noether\u2019s theorem on the constants of motion for Lagrangian mechanical...
We give a recipe to generate “nonlocal” constants of motion for ODE Lagrangian systems and we apply ...
We consider autonomous holonomic dynamical systems defined by equations of the form q¨a=−Γbca(q)q˙bq...
In this paper we revisit Noether's theorem on the constants of motion for Lagrangian mechanical syst...
In order to study the connections between Lagrangian and Hamiltonian formalisms constructed from ape...
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