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Unlike regular stabilizations, we construct in the paper a specific feedback control system such that u(t) decays exponentially with the designated decay rate, and that some non-trivial linear functionals of u decay exactly faster than . The system contains a dynamic compensator with another state v in the feedback loop, and consists of two states u and v. This problem entirely differs from the one with static feedback scheme in which the system consists only of a single state u. To show the essential difference, some specific property of the spectral subspaces associated with our control system is studied.
Amid declining Japanese agriculture
solutions, agriculture cloud attracts much attention and expectations.
However, the strategy and the operation of the agriculture cloud have not been
investigated adequately. Therefore, the purpose of this study is to examine
the strategy and the operation in the agriculture cloud. In this study, we
performed a case study regarding agriculture cloud. Based on our consideration,
the strategy and the operation of the agriculture cloud are a reinforcement of conventional