Hi Yang. Your proposal seems interesting. Please, can you explain shortly and qualitatively the differences of that local fractional transforms in comparison with the conventional ones?. This will turn much more interesting your book to the potential readers.

http://www.researchgate.net/profile/Yang_Xiaojun/publications/

thank you very much!

local fractional continuous wavelet transforms is derived from the Yang-Fourier transforms. It is a new tool to deal with fractal signals. This signal may be Holder continuous or is defined on fractal sets. contact me Email:[email protected]

welcome to sent your thought to my email:[email protected].

I suggest some new oriention to Yang-Fourier transforms and Yang-Laplace transforms and we cooperate to expand thier applications to local fractional equations.

My Home:

http://blog.sina.com.cn/dyangxiaojun

Lecture on The Yang-Fourier Transforms and Yang-Laplace Transforms

http://www.researchgate.net/profile/Yang_Xiaojun/blog/23359_Lecture_on_The_Yang-Fourier_Tr

welcome to sent your thought to my email:[email protected].

I suggest some new oriention to Yang-Fourier transforms and Yang-Laplace transforms and we cooperate to expand thier applications to local fractional equations.

My Home:

http://blog.sina.com.cn/dyangxiaojun