| 1. | Interpolation of periodic functions by harmonic functions is accomplished by Fourier transform.
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| 2. | Any periodic function can substitute the sinusoid in this definition.
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| 3. | This was for an investigation of quasi-periodic functions.
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| 4. | Every periodic function can be approximated with the inclusion of Fourier terms.
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| 5. | The latter is routinely employed to handle periodic functions.
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| 6. | There are several inequivalent definitions of almost periodic functions.
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| 7. | Similarly, snakebots can move by adapting their shape to different periodic functions.
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| 8. | Is there a distinguishing property of periodic functions limits?
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| 9. | The periodic function is then shifted along the period to create an animation.
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| 10. | The next figure shows that periodic functions generate curved geometries for energies locations.
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