國立東華大學應用數學系

專    題    演    講

     主講人：Professor Anna, KitIan Kou

                         Department of Mathematics,

                         Faculty of Science and Technology, University of Macau

      講  題：Generalized analytic signal for envelope detection

      時  間：103 年 12月 26 日 (星期五)  15:00-17:00

       地  點：理工一館 A324會議室

摘   要

The quaternion Fourier transform plays a vital role in the representation of multidimensional signals. The quaternion linear canonical transform (QLCT) is a well-known generalization of the quaternion Fourier transform. In this talk, we discuss some valuable properties of the two-sided QLCT. The 2D analytic signal and Hilbert transform are widely used for various practical applications in image processing. Different approaches to the 2D quaternion Hilbert transforms are introduced that allow the calculation of the associated analytic signals, which can suppress the negative frequency components in the QLCT domains. As an application, plot simulations for edge detection demonstrate the eff effectiveness of our approach.

※※※   歡      迎      參      加   ※※※se1031226 附檔：