Floquet theory for doubly-periodic differential equations

Felix M. Arscott; Graham P. Wright

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Approximation of periodic solutions of a system of periodic linear nonhomogeneous differential equations

Alexander Fischer (2004)

Applications of Mathematics

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The present paper does not introduce a new approximation but it modifies a certain known method. This method for obtaining a periodic approximation of a periodic solution of a linear nonhomogeneous differential equation with periodic coefficients and periodic right-hand side is used in technical practice. However, the conditions ensuring the existence of a periodic solution may be violated and therefore the purpose of this paper is to modify the method in order that these conditions...

A note on periodic solution of second order non-linear differential equations

Bahman Mehri (1977)

Archivum Mathematicum

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Periodic solutions of $\ddot{x} = f (x, \dot{x})$

Ráb, Miloš

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On the derivation of a state-space model of a periodic process described by recurrent equations

Osvaldo Maria Grasselli, Sauro Longhi, Antonio Tornambè (1993)

Kybernetika

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Displaying similar documents to “Floquet theory for doubly-periodic differential equations”

Approximation of periodic solutions of a system of periodic linear nonhomogeneous differential equations

A note on periodic solution of second order non-linear differential equations

Periodic solutions of x ¨ = f ( x , x ˙ )

On the derivation of a state-space model of a periodic process described by recurrent equations

Periodic solutions of $\ddot{x} = f (x, \dot{x})$