Examples of 'periodic solutions' in a sentence

Meaning of "periodic solutions"

periodic solutions: Refers to solutions that occur at regular intervals or periods

How to use "periodic solutions" in a sentence

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periodic solutions
We study asymptotically periodic solutions of fractional differential equations.
There can not exist two almost periodic solutions.
On periodic solutions of a system of differential equations.
The main goal is to discuss the existence of periodic solutions.
Furthermore the periodic solutions are explicitely given by euler polynomials.
We are interested in the stability of equilibria and the existence of periodic solutions.
We study the issue of existence of periodic solutions for such equations.
These models can exhibit specific behaviors such as the existence of periodic solutions.
On the problem on periodic solutions of one class of systems of difference equations.
REST MODE NONL that allows to retrieve a specific periodic solution from the set of periodic solutions.
An algorithm based on the continuation of periodic solutions is performed using existent algorithms.
The First Return Map is a fundamental tool to explore periodic solutions.
The first part is devoted to the almost periodic solutions of certain differential equations.
Then, we are interested in the existence of locally almost periodic solutions.
We develop a criteria for the existence of periodic solutions for an abstract parabolic system.

See also

Then, they are finally computed with a numerical method of continuation of periodic solutions.
We study the existence and uniqueness of periodic solutions for evolution equations.
On periodic solutions of Duffing 's equations.
We also show the non-existence of periodic solutions.
Modulation instability and periodic solutions of the nonlinear Schrödinger equation.
Periodic solutions for N-body type problems.
The linear stability of the periodic solutions is studied by the Floquet theory.
Periodic solutions to the N-body problem.
In the second part, we investigate periodic solutions that are spatially localized.
MODE NON LINE dedicated to the calculation of non-linear modes, e.g. sets of periodic solutions.
Results regarding stable periodic solutions attempt to rule out " unusual " behaviour.
The main goal of this thesis is to find periodic solutions of non ¿ smooth systems.
Under restrictive assumptions, there exist periodic solutions that display hyperpolarization and refractory periods.
Finally, an application regarding the existence of periodic solutions for a nonlinear diferential equation.
More generally, many recently studied classes of periodic solutions bifurcate from symmetric relative equilibria.
Variational method and periodic solutions of N-body problem.
In this paper, we study the existence of periodic solutions for a class of Hamiltonian systems.

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