Periodic solutions of a differential equation are time-dependent or space-dependent orbits, cycles, or oscillations. In this chapter a major concern is time-dependent periodicity (“time periodicity” for short) of solutions of autonomous systems of ODEs For time-periodic solutions, there is a minimum time interval T > 0 (the “period”) after which the system returns to its original state: for all t. In Section 7.7 we turn our attention to the non-autonomous case.
CITATION STYLE
Seydel, R. (2010). Stability of periodic solutions. In Interdisciplinary Applied Mathematics (Vol. 5, pp. 303–356). Springer Nature. https://doi.org/10.1007/978-1-4419-1740-9_7
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