New Digital Signal Processing Methods - Nigmatullin, Raoul R.

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Biographie:
Raoul Rashid Nigmatullin was born 24.09. in 1947 year in Tatar family in the town Kazan, which is being now the capital of Tatarstan Republic located inside the Russian Federation. He was born in the family of the young teacher Rashid Nigmatullin who later became the professor of radioelectronics and electrochemistry and rector of Kazan Aviation Institute. He obtained his intermediate education in Kazan in 1965 year, finishing the specialized school number 131 on physics and mathematics with silver medal. In 1970 year, he finished the physical faculty of Kazan State University with honors and received his Master Degree on specialization of theoretical physics. During 1970-1973 years, he was postgraduate student of the Theoretical Physics Department of Kazan University. From 1974 year he defended successfully his Candidate Thesis (which is equivalent to PhD thesis) and begun to work as an assistant on the department of Theoretical Physics. His PhD thesis was devoted to considerationof kinetics of paramagnets at low temperatures. From 1978 year he worked as a senior lecturer (Associate Professor) in the same department. He recommended himself as a good lecturer and read all traditional subjects of the theoretical physics: theoretical and quantum mechanics, thermodynamics and statistical physics and etc.). In 1981 year, he participated in competition for the visiting as a probationer to the Great Britain. During of 1982 (September) -1983 (July) he worked as a scientific (postdoctoral) assistant in the laboratory of physics of dielectrics (former Chelsea-college of London University) under the leadership of Prof. A.K. Jonscher who was the well-known specialist in physics of dielectrics. Then in 1990 year, he was invited again for three month in the King's college (London University) to continue his investigations in dielectric relaxation phenomena in laboratory of Prof. Robert M.Hill. During November 1991-January 1992, he was invited by Dr. Alain Le Mehaute(ALCATEL ALSTHOM RESHERCHE, later ISMANS) in France to work in the region of fractal physics. In 1992 year, he defended successfully his doctorate thesis and obtained the full Doctorate degree of Physics and Mathematics. Beginning from the March 1994 year, he obtained the status of Full Professor in the Department of Theoretical Physics of Kazan State University. The High Attestation Committee from Moscow confirmed officially by the Professor's Diploma his Full Doctorate and Professor Status in 1997 year. In November of 1993, he was invited by Prof. F. Mainardi to read lectures in Italy to Bologna University devoted to the mathematical physics of fractional calculus. This direction in physics is quite new one and establishes the new relationship between fractal physics and fractional calculus. Starting from 2015 year, he is working as a contracting professor in Kazan National Research Technical University (KNRTU-KAI). His scientific publications are well known among the specialists working in dielectrics and physics of fractals not only in ex-Soviet Union but in the West as well. He collaborates actively with the scientists of many countries - Great Britain, France, Israel, Turkey, Japan,Italy and PRC. Under his direct supervision 7 postgraduate students in Kazan Federal University have defended successfully their PhD thesis and one of them Dr. V. Toboev received the degree of Doctor of biophysics. The American Biographical Institute selected his biography in annual books The Contemporary Who's Who (Who's Making a Difference) 2002/2003, 2007/2008 and 2010/2011 years. In 2012 year in the conference Nonlinear Science and Complexity (August, Budapest) he received the G. M. Zaslavsky European award for the solution of the Prony problem. Now he has more than 250 publications in the...

Sommaire:

In what cases the non-linear fitting problem is reduced to the well-known linear least square method? The Eigen-Coordinates method..- A nontrivial example of the application of the ECs method: Description of the blow-like signals..- The statistics of the fractional moments and its application for quantitative reading of real data..- The quantitative universal label (QUL) and the universal distribution function for the relative fluctuations (UDFRF). .- Description of the partly correlated random sequences: Replacement of the random sequences by the generalized Prony spectrum..- The general theory of reproducible and quasi-reproducible experiments..- Non-orthogonal Amplitude Frequency Analysis of the Smoothed Signals (NAFASS) and its application for the description of multi-frequency signals..- NIMRAD in action: Application