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A hundred experts from national and international renown presented at La Manga del Mar Menor the results of their research on the mathematical theory of dynamical systems from next Sunday.
The best known phenomenon of this discipline is chaos theory.
The meeting, organized by the Department of Applied Mathematics and Statistics UPCT is celebrated for the first time in Spain, and researchers will have global significance, including the author of the famous mathematical theorem Sharkovskii on coexistence of cycles.
Dynamical systems, the main theme of the XIV Encuentro "Czech-Solvak-Spanish Workshop on Discrete Dynamical Systems" are responsible for mathematical modeling of many phenomena that evolve over time and, therefore, represent situations from the economy, biology engineering, among others.
The experts will present several papers on chaos theory, the best known of this area of mathematics.
These mathematical models generally have an important practical application in various fields of society and the economy, says Professor Juan Luis García Guirao, director of the Congress.
They are used in the implementation of computer software or the study of stability of chemical reactions that analyze companies before launching their products.
As best known example of these systems we can mention the classical economic situation Cournot duopoly where two firms compete for market and production decisions are taken based on the dynamics of the discrete model.
The congress, held in La Manga hotel Galúa 19 to 24 September, organized this year in honor of Francisco Balibrea, founder of research group of Dynamic Systems in the Region of Murcia.
This group was born 20 years ago and brings together researchers from the Universities of Murcia, Cartagena, Castilla-La Mancha and Miguel Hernández.
Most experts come from the USA, China, Australia, Germany, France, United Kingdom, Israel and Slovakia, among others.
Among the speakers will include M.
Misiurewicz Indianapolis (USA), one of the world authorities on topological entropy, ie, a measure used to discern whether a system has a complex behavior or not.
Also participate H.
Bruin of Surrey (United Kingdom), one of the foremost experts on attractors present, and the aforementioned AN Sharkosvkii author Sharkovskii famous theorem on coexistence of cycles.
The Ukrainian mathematician devised a new order on the set of natural numbers so that if a system has a period also has periods in the sense of order.
Source: UPCT
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