Institute of Mathematics for Industry

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Graph Signal Processing: techniques for processing of numerical data defined over irregular domain


Hold Date 2016-07-19 12:00~2016-07-19 13:00

Place Lecture Room S W1-C-503, West Zone 1, Ito campus, Kyushu University

Object person  

Speaker David Tay (Department of Engineering, La Trobe University)

Abstract:
Recently there has been increasing research activity is generalizing signal processing techniques for signals defined over regular domain to signals defined over irregular domains. Graph Signal Processing (GSP) is a merging of concepts from graph theory and traditional signal processing techniques such as FFT (Fast Fourier Transform) and FIR (Finite Impulse Response) filtering. In this talk some basic concepts and ideas in GSP are overviewed and a summary of some my research in graph wavelets and filter banks are also presented.