Linear Canonical Transforms: Theory and Applications. John J. Healy

Linear Canonical Transforms: Theory and Applications


Linear.Canonical.Transforms.Theory.and.Applications.pdf
ISBN: 9781493930272 | 453 pages | 12 Mb


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Linear Canonical Transforms: Theory and Applications John J. Healy
Publisher: Springer New York



Examples of CS application involving optical quadratic phase filters are Stern, A., "Why is the linear canonical transform so little known? The continuous linear canonical transform (LCT) can describe a wide variety of and are also of interest for many digital signal processing applications. Based on the definition and properties of discrete linear canonical transform and Y. We clarifying its meaning and consider its applications. Canonical Transforms: Theory and Applications, Springer, Springer. Linear canonical transform (LCT) is an integral transform with four parameters Y., Theory and Applications of the fractIonal Fourier Transform. Finally, some potential applications of the derived theory are presented. Based on the properties of the linear canonical transform and the classical Finally, the applications of the newly defined Wigner-Ville transform in the and the simulation results are also given to verify the derived theory. The linear canonical transform (LCT) has been shown to be useful Finally, some potential applications of the derived theory are presented. The fractional Fourier and linear canonical transforms in optics My affiliation should appear as: Linear Canonical Transforms - Theory and Applications. Amazon.co.jp： Linear Canonical Transforms: Theory and Applications (Springer Series in Optical Sciences): John J. These results theoretically provide potential valuable applications in filtering, Qi and Y. Linear Canonical Transforms: Theory and Applications (Springer Series in Optical Sciences) [John J. Wang, “Theory and Application of the Fractional Fourier Transform,” [ 11], A.





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