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Article
A generalized model for Yang-Fourier transforms in fractal space
Advances in Intelligent Transportation Systems (2012)
  • Yang Xiao-Jun
Abstract

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.

Keywords
  • Local fractional calculus; Local fractional continuous non-differentiable functions; Yang-Fourier transforms; Fractal space
Publication Date
2012
Publisher Statement
This paper is coprighted by the author
Citation Information
Yang Xiao-Jun. "A generalized model for Yang-Fourier transforms in fractal space" Advances in Intelligent Transportation Systems 1.4 (2012): 80-85.