Miguel Ángel Fernández Sanjuán
Miguel Angel Fernández Sanjuán (Miguel A. F. Sanjuán) is a Spanish Theoretical Physicist from Leon, Spain. He is known for his contributions in nonlinear dynamics, chaos theory, and control of chaos,[1] and has published several scientific papers and popular news articles. He has supervised around 20 PhD students in Nonlinear Dynamics, Chaos and Complex Systems.
Miguel Angel Fernández Sanjuán | |
---|---|
Born | León |
Nationality | Spanish, French |
Scientific career | |
Fields | Physics (Chaos Theory) |
Institutions | Universidad Rey Juan Carlos |
Career
He was a Professor at the University of Valladolid during the 1982–1984 period and later he became a Professor at the Polytechnic University of Madrid, 1986-1997. Currently Miguel A. F. Sanjuán is a professor of Physics at Rey Juan Carlos University in Madrid, Spain.[2] He is also the Director of the Department of Physics and the Director of the Research Group on Nonlinear Dynamics, Chaos Theory and Complex Systems. He had coauthored several scientific articles with Celso Grebogi, Edward Ott, James A. Yorke , Ying-Cheng Lai and Lock Yue Chew. Prof. Miguel AF Sanjuán acted as Faculty Sponsor of the Doctorate Honoris Causa granted to Prof. James A. Yorke by the Universidad Rey Juan Carlos in Madrid, Spain, on January 28, 2014.[3]
Awards
He is an Editorial Board Member of several international journals. He is a foreign member of Lithuanian Academy of Sciences.[4] On the year 2002, he secured the fellowship of the Japan Society for the Promotion of Science. He has also worked as a visiting Researcher in many countires including Germany, Lithuania, Italy, USA, Japan, Portugal, India, China. On the year 2015, Prof. Miguel A. F. Sanjuan became the elected member of Spanish Royal Academy of Sciences (Real Academia de Ciencias).[5][6] Prof. Miguel Angel Fernandez Sanjuan has received one of the Research Excellence Awards in the category of Sciences granted by the Social Council of the Rey Juan Carlos University in 2016.[7][8]
Writings
Together with Celso Grebogi (University of Aberdeen, UK) he was the editor of the book "Recent Progress In Controlling Chaos".[9] He has authored a book in Spanish titled "Las Matemáticas y la Física del Caos" [10] (Mathematics and Physics of Chaos), which is co-authored by Manuel de Leon of the Institute of Mathematical Sciences, CSIC.[11] His active Spanish blog is greatly helping common public to improve the basic understanding of chaos theory and complexity. He has also written some popular articles in Spanish newspapers.[12][13] On the year 2016, Prof. S. Rajasekar and Prof. Miguel A. F. Sanjuan have published a book on Nonlinear Resonances.[14]
Research
He and his co-authors (Judy Kennedy, Edward Ott and James A. Yorke) have explored a temporally periodic flow with a time varying perturbation. In this flow, they showed the presence of indecomposable continua associated to the chaotic dynamics of the fluids.[15] He was the first to prove numerically the Wada properties of the exit basins of an open Hamiltonian system.[16]
References
- ^ "Un simple atasco es un buen ejemplo de la Teoría del Caos", Diario de León, December 7, 2008.
- ^ Information from Spanish Royal Society of Physics
- ^ James Yorke investido doctor ‘honoris causa’ por la URJC
- ^ Foreign members of Lithuanian Academy of Sciences
- ^ EL PROFESOR MIGUEL ÁNGEL FERNÁNDEZ SANJUÁN, NUEVO ACADÉMICO CORRESPONDIENTE DE LA REAL ACADEMIA DE CIENCIAS
- ^ Académicos, Ilmo. Sr. D. MIGUEL ÁNGEL FERNÁNDEZ SANJUÁN
- ^ Research Excellence Awards granted by the Social Council of the Universidad Rey Juan Carlos URJC in 2016.
- ^ Spanish Royal Academy of Sciences twitter announcement
- ^ Recent Progress In Controlling Chaos
- ^ Las Matemáticas y la Física del Caos
- ^ CSIC
- ^ El caos no es lo que parece
- ^ Comunicar la ciencia es un deber social
- ^ Nonlinear Resonances, Series: Springer series in synergetics
- ^ Indecomposable Continua and the Characterization of Strange Sets in Nonlinear Dynamics, Phys. Rev. Lett. 78, 1892–1895 (1997).
- ^ Wada basins and chaotic invariant sets in the Hénon-Heiles system, Phys. Rev. E 64, 066208 (2001)
External links