We study quadratic functionals of the variables of a linear oscillatory system and their derivatives. We show that such functionals are partitioned in conserved quantities and in trivially- and intrinsic zero-mean quantities. We also state an equipartition of energy principle for oscillatory systems.</p
AbstractIn a previous paper by the author (Math. Comput. Modelling32 (2000), 507–527, Linear Hamilto...
This paper analyzes energy equipartition in linear Hamiltonian systems in a deterministic setting. W...
We consider second-order differential systems where high-frequency oscillations are generated by a l...
We study quadratic functionals of the variables of a linear oscillatory system and their derivatives...
We study the structure and properties of the set of intrinsically zero-mean quadratic quantities for...
Abstract: We consider oscillatory systems consisting of identical subsystems symmet-rically coupled,...
We define a lossless autonomous system as one having a quadratic differential form associated with i...
This paper deals with dissipative dynamical systems. Dissipative dynamical systems can be used as mo...
We define a lossless autonomous system as one having a quadratic differential form associated with i...
In the paper, the adequate theory of oscillator is presented, being a sort of prelude to verificatio...
“The essence of scientific discovery relies on the fact that one looks at the same what everyone see...
Our main goal in this paper is to extend to any system of coupled quadratic Hamiltonians some proper...
A restricted constant of motion, Lagrangian and Hamiltonian, for the harmonic oscillator with quadra...
In this thesis, we study the properties of lossless systems using the concept of quadratic different...
Results on modeling quadratic systems described by Volterra series up to order two are presented. Sp...
AbstractIn a previous paper by the author (Math. Comput. Modelling32 (2000), 507–527, Linear Hamilto...
This paper analyzes energy equipartition in linear Hamiltonian systems in a deterministic setting. W...
We consider second-order differential systems where high-frequency oscillations are generated by a l...
We study quadratic functionals of the variables of a linear oscillatory system and their derivatives...
We study the structure and properties of the set of intrinsically zero-mean quadratic quantities for...
Abstract: We consider oscillatory systems consisting of identical subsystems symmet-rically coupled,...
We define a lossless autonomous system as one having a quadratic differential form associated with i...
This paper deals with dissipative dynamical systems. Dissipative dynamical systems can be used as mo...
We define a lossless autonomous system as one having a quadratic differential form associated with i...
In the paper, the adequate theory of oscillator is presented, being a sort of prelude to verificatio...
“The essence of scientific discovery relies on the fact that one looks at the same what everyone see...
Our main goal in this paper is to extend to any system of coupled quadratic Hamiltonians some proper...
A restricted constant of motion, Lagrangian and Hamiltonian, for the harmonic oscillator with quadra...
In this thesis, we study the properties of lossless systems using the concept of quadratic different...
Results on modeling quadratic systems described by Volterra series up to order two are presented. Sp...
AbstractIn a previous paper by the author (Math. Comput. Modelling32 (2000), 507–527, Linear Hamilto...
This paper analyzes energy equipartition in linear Hamiltonian systems in a deterministic setting. W...
We consider second-order differential systems where high-frequency oscillations are generated by a l...
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