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The fractional oscillator as an open system

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Open Physics
|
2012
|
vol. 10
|
issue 2
382-389
EN
A dynamical system governed by equations with derivatives of non-integer order, such as the fractional oscillator, can be considered as an open (non-isolated) system with memory. Fractional equations of motion are obtained from the interaction between the system and the environment with power-law spectral density.
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