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Article
Local fractional partial differential equations with fractal boundary problems
Advances in Computational Mathematics and its Applications (2012)
  • Yang Xiaojun
Abstract

This letter points out the new alternative approaches to processing local fractional partial differential equations with fractal boundary conditions. Applications of the local fractional Fourier series, the Yang-Fourier transforms and the Yang-Laplace transforms to solve of local fractional partial differential equations with fractal boundary conditions are investigated in detail.

Keywords
  • Local fractional partial differential equations,
  • Fractal boundary conditions,
  • Local fractional Fourier series,
  • Yang-Fourier transforms,
  • Yang-Laplace transforms
Publication Date
2012
Publisher Statement
This paper is coprighted by WSP.
Citation Information
Yang Xiaojun. "Local fractional partial differential equations with fractal boundary problems" Advances in Computational Mathematics and its Applications 1.1 (2012): 60-63.