Analyzing dynamic fitness landscapes of the targeting problem of chaotic systems

Authors:
Hendrik Richter
Affiliations:
Faculty of Electrical Engineering & Information Technology, HTWK Leipzig University of Applied Sciences, Leipzig, Germany
Venue:
EvoApplications'12 Proceedings of the 2012t European conference on Applications of Evolutionary Computation
Year:
2012

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Abstract

Targeting is a control concept using fundamental properties of chaotic systems. Calculating the targeting control can be related to solving a dynamic optimization problem for which a dynamic fitness landscape can be formulated. We define the dynamic fitness landscape for the targeting problem and analyze numerically its properties. In particular, we are interested in the modality of the landscape and its fractal characteristics.