Title of article :
A DECISION FUNCTIONAL FOR MULTITIME CONTROLLABILITY
Author/Authors :
GHIU ، CRISTIAN - University “Politehnica” of Bucharest , UDRISTE ، CONSTANTIN - University “Politehnica” of Bucharest
Abstract :
This paper refers to multitime linear normal PDE systems from controllability point of view. The ideas presented here are complementary to those in our most recent papers and contain original results on multitime controllability, based on the γ- gramian matrix, the Im-gramian space and a controllability functional. Some original examples emphasize the utility and novelty of the theoretical results having in mind possible applications to control and signal processing, circuits, image processing, computer tomography, seismology etc.
Keywords :
Multitime controllability , duality , controllability functional , controllability space , Im , gramian space
Journal title :
Journal of Advanced Mathematical Studies
Journal title :
Journal of Advanced Mathematical Studies