  Local fractional calculus deals with everywhere continuous but nowhere
differentiable functions in fractal space. The Yang-Fourier transform based on
the local fractional calculus is a generalization of Fourier transform in
fractal space. In this paper, local fractional continuous non-differentiable
functions in fractal space are studied, and the generalized model for the
Yang-Fourier transforms derived from the local fractional calculus are
introduced. A generalized model for the Yang-Fourier transforms in fractal
space and some results are proposed in detail.
