Local Fractional Kernel Transform in Fractal Space and Its Applications
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| Title | Local Fractional Kernel Transform in Fractal Space and Its Applications |
| Authors | |
| Abstract | In the present paper, we point out the local fractional kernel transform based on local fractional calculus (FLC), and its applications to the Yang-Fourier transform, the Yang-Laplace transform, the local fractional Z transform, the local fractional Stieltjes transform, the local fractional volterra/ Fredholm integral equations, the local fractional volterra/ Fredholm integro-differential equations, the local fractional variational iteration algorithms, the local fractional variational iteration algorithms with an auxiliary fractal parameter, the modified local fractional variational iteration algorithms, and the modified local fractional variational iteration algorithms with an auxiliary fractal parameter. |
| Publisher | Advances in Computational Mathematics and its Applications |
| Date | 2012-04-30 |
| Source | 2167-6356 |
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