Generalized Sampling Theorem for Fractal Signals
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| Title | Generalized Sampling Theorem for Fractal Signals |
| Authors | |
| Abstract | Local fractional calculus deals with everywhere continuous but nowhere differentiable functions in fractal space, and Yang-Fourier transform is a generalization of Fourier transform in fractal space. This letter points out the generalized sampling theorem for fractal signals by using the local fractional Fourier series and Yang-Fourier transform techniques based on local fractional calculus. This result is applied to process the local fractional continuous signals. |
| Publisher | World Science Publisher |
| Date | 2012-04-22 |
| Source | 2166-2916 |
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