DOIAbstract
A variational method for Hamiltonian systems is analyzed. Two different variational characterization for the frequency of nonlinear oscillations is also supplied for non-Hamiltonian system
A variational method for Hamiltonian systems is analyzed. Two different variational characterization for the frequency of nonlinear oscillations is also supplied for non-Hamiltonian system
none3New technologies have created engineering problems where successful controller designs must acc...
After reviewing the Lagrangian-Hamiltonian unified formalism (i.e, the Skinner-Rusk formalism) for h...
The use of variational methods for the construction of sufficiently accurate approximate solutions o...
A variational method for Hamiltonian systems is analyzed. Two different variational characterization...
A variational method for Hamiltonian systems is analyzed. Two different variationalcharacterization ...
The problem of nonlinear Hamiltonian oscillators is one of the classical questions in physics. When ...
In this paper, Hamiltonian approach is extended to investigate coupled nonlinear multi-degree-of-fre...
Using the generalized variational principle and the Riccati technique, new oscillation criteria are ...
Hamiltonian systems are related to numerous areas of mathematics and have a lot of application branc...
[[abstract]]This article deals with second order periodic Hamiltonian systems. We apply variational ...
AbstractIn this work, the relationship between three analytical techniques is demonstrated. The dire...
A nonlinear oscillator with a damping term can model many nonlinear vibration problems. This short r...
The Hamiltonian-based frequency formulation has been hailed as an unprecedented success for it gives...
The use of variational methods for the construction of sufficiently accurate approximate solutions o...
This paper suggests a novel method called max-min method. Maximal and minimal solution thresholds of...
none3New technologies have created engineering problems where successful controller designs must acc...
After reviewing the Lagrangian-Hamiltonian unified formalism (i.e, the Skinner-Rusk formalism) for h...
The use of variational methods for the construction of sufficiently accurate approximate solutions o...
A variational method for Hamiltonian systems is analyzed. Two different variational characterization...
A variational method for Hamiltonian systems is analyzed. Two different variationalcharacterization ...
The problem of nonlinear Hamiltonian oscillators is one of the classical questions in physics. When ...
In this paper, Hamiltonian approach is extended to investigate coupled nonlinear multi-degree-of-fre...
Using the generalized variational principle and the Riccati technique, new oscillation criteria are ...
Hamiltonian systems are related to numerous areas of mathematics and have a lot of application branc...
[[abstract]]This article deals with second order periodic Hamiltonian systems. We apply variational ...
AbstractIn this work, the relationship between three analytical techniques is demonstrated. The dire...
A nonlinear oscillator with a damping term can model many nonlinear vibration problems. This short r...
The Hamiltonian-based frequency formulation has been hailed as an unprecedented success for it gives...
The use of variational methods for the construction of sufficiently accurate approximate solutions o...
This paper suggests a novel method called max-min method. Maximal and minimal solution thresholds of...
none3New technologies have created engineering problems where successful controller designs must acc...
After reviewing the Lagrangian-Hamiltonian unified formalism (i.e, the Skinner-Rusk formalism) for h...
The use of variational methods for the construction of sufficiently accurate approximate solutions o...
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