All Stories

  1. Integral Transformations
  2. Introduction and Preliminaries
  3. Fractional Integral Transforms
  4. Handbook of Function and Generalized Function Transformations
  5. Two-dimensional fractional Fourier transform and some of its properties
  6. Sampling Theorems and Special Functions
  7. Generalizations of Shannon Sampling Theorem
  8. Sampling By Using Green’s Function
  9. Introduction and A Historical Overview
  10. On the Invalidity of Fourier Series Expansions of Fractional Order
  11. A generalization of the prolate spheroidal wave functions with applications to sampling
  12. Linear Transformations in Signal and Optical Systems
  13. Multiscale Signal Analysis and Modeling
  14. Sampling, Wavelets, and Tomography
  15. Sampling theorem for functions bandlimited to a disc