The 11th International Recurrence Plot Symposium will be in Mexico City in September 2025.
Recurrence plot and recurrence plot quantification analysis (RQA) are tools for the visualization and analysis of time series or spatially distributed data from dynamical systems in any discipline. Through these tools, the dynamic behavior of the data can give an insight into different types of behavior or patterns that could characterize the system during a baseline condition and also can be sensitive to identify changes in response to internal or external stimuli, which have practical applications to study the underlying mechanisms of the dynamic system and to identify or anticipate adaptive or maladaptive changes within the system. Examples of theoretical and practical studies with this approach are in widely varying disciplines, including biology, mathematics, neuroscience, kinesiology, psychology, physiology, engineering, physics, geosciences, material science, linguistics, finance, economics, and arts.
This meeting will be highly interdisciplinary, focusing mainly on applications in medicine, biology, physics, and engineering. From the methodological perspective, we welcome contributions about the real-life boundaries for RQA applications, particularly on noisy, nonstationary, and short-term data. We also welcome contributions regarding coupled systems analysis through cross-recurrence, joint-recurrence, and networks.
The symposium will be held September 10 to 12, 2025, at the Faculty of Sciences, Universidad Nacional Autónoma de México (UNAM).
Invited speakers
The series of international recurrence plot workshops and symposia started 2005 in Potsdam (Germany) and are organized every other year. More information on past events can be found in the section Previous events.
Organizing Committee
Gertrudis Hortensia González Gómez
(Universidad Nacional Autónoma de México)
Claudia Lerma
(Instituto Nacional de Cardiología Ignacio Chávez, México)
Dr. Norbert Marwan
(Potsdam Institute for Climate Impact Research)
Dr. Charles L. Webber, Jr.
(Loyola University Chicago)
Further information on recurrence plots
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