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Input-to-state stability and stabilizability of infinite-dimensional linear systems / vorgelegt von Robert Nabiullin aus Satobolsk. Wuppertal, [2018?]
Inhalt
Introduction
Orlicz spaces
Young functions
Orlicz spaces
The 2-condition
Convergence in Orlicz spaces
The space E(I, U)
Comparison of Young functions and Orlicz spaces
Linear Systems
The general setting
Admissibility
Examples
Continuity of mild solutions
Comparison functions
Strong input-to-state stability
Strong input-to-state stability and related notions
Basic properties
Strong ISS and Orlicz space admissibility
Concluding comments
Input-to-state stability
Stability notions for infinite-dimensional systems
Comparison of stability notions
Integral ISS and Orlicz space admissibility
Stability for parabolic diagonal systems
Examples
Concluding remarks
Stabilizability of linear systems
Stabilizability of finite-dimensional linear systems
Spectral projections
Exponential stabilizability
Regular linear systems
Strong stabilizability
Polynomial stabilizability
Stabilizability of systems with bounded control operators
Concluding remarks
Index
Danksagung