Taylor-Fourier Transform (TFT)

Seminar
Friday, April 09, 2010
10:00am
ENS 637

We analyze a generalized method for harmonic analysis under oscillations called the Taylor-Fourier Transform (TFT). The TFT always has a lower error than the standard discrete Fourier transform (DFT) method. The TFT also: reduces inter-harmonic interference, has coefficients with physical meaning, locates transients in time, has maximally flat gains about each harmonic, and estimates position and derivates of each harmonic.We propose the use of the TFT in digital communication systems.

Speaker Biography Antonio de la O Serna (SM03) received his Ph.D. degree from Telecom, Paris, France, in 1982. In 1987 he joined the Ph.D. program in electrical engineering at the University of Nuevo Le o (UANL), where he was a member of the Doctoral Committee. Currently he is research professor at the UANL, Monterrey, Mexico. He was also a Professor at Monterrey Institute of Technology from 1982 to 1986. From 1988 to 1993, he was with the Electrical Department at the Polytechnic School in Yaound, Cameroon. Mr. de la O Serna is member of the Mexican Research System.

Speaker

State University of Nuevo Leon

Jose Antonio de la O Serna received his Ph.D. degree from Telecom, Paris, France, in 1982. In 1987 he joined the Ph.D. program in electrical engineering at the University of Nuevo Leon (UANL), where he was a member of the Doctoral Committee. Currently he is research professor at the UANL, Monterrey, Mexico. He was also a Professor at Monterrey Institute of Technology from 1982 to 1986. From 1988 to 1993, he was with the Electrical Department at the Polytechnic School in Yaounda, Cameroon. Mr. de la O Serna is member of the Mexican Research System.