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This document discusses global control results for long waves in nonlinear dispersive media, specifically focusing on coupled Korteweg–de Vries (KdV) equations. The authors prove that these systems are globally exactly controllable over large time periods, utilizing spectral analysis and properties of Bourgain spaces. This research fills a gap in the literature regarding the control properties of coupled dispersive systems in periodic domains.

Author

kameladani03

Language

EN