A new vector form: local fractional vector form

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Advanced Local Fractional Calculus and Its Applications
Contents
 Preliminary Results
 Local Fractional Calculus of One-variable Function
 Local Fractional Partial Derivatives and Fractal Lagrange Multipliers Method
 Multiple Local Fractional Integrals of Functions on Cantor Set
 Local Fractional Line Integrals, Surface Integrals and Tensors
 Local Fractional Calculus of Variations
 A New Optimization Method for Functions on Cantor Set
 Local Fractional Euler–Lagrange Equations
 Applications of Local Fractional Calculus to Mechanics

Local Fractional Functional Analysis & Its Applications
Contents
 Chapter 1 Preliminaries
 Chapter 2 Fundamentals of local fractional calculus of real variables
 Chapter 3 Fundamentals of local fractional calculus of complex variables
 Chapter 4 Generalized fractal spaces
 Chapter 5 Local fractional Fourier series
 Chapter 6 Yang-Fourier transforms
 Chapter 7 Yang-Laplace Transforms
 Chapter 8 Local fractional short time transforms
 Chapter 9 Local fractional continuous wavelet transforms

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