Distributed Parameter Systems

Inhaltsverzeichnis

• On a variational approach to some parameter estimation problems.
• Fixed point methods in nonlinear control.
• An initial value control problem for burgers' equation.
• Optimal periodic control of retarded Lienard equations.
• On the identification of a spatially varying coefficient appearing in a parabolic partial differential equation.
• Disturbance decoupling for distributed systems by boundary control.
• Riccati equation with unbounded coefficients.
• Some problems in shape optimal design for communications satellites.
• Identification and control for distributed parameters in porous media flow.
• The maximum principle for nonlinear nonconvex systems in infinite dimensional spaces.
• On the optimal control of non well posed systems with boundary control.
• Legendre-tau approximation for functional differential equations part III: Eigenvalue approximations and uniform stability.
• On solving time-minimal control problems.
• Approximations of Riccati equations corresponding to hyperbolic boundary control problems.
• Parameter identification problems for interconnected distributed parameter systems and applications to a biotechnological plant.
• Tandem connection of systems with delays.
• Modelling and parameter estimation for distributed vibratory systems.
• Algorithmic approaches to sets of „good answers“ in inverse problems.
• An abstract framework for infinite dimensional systems with unbounded control and observation.
• Coefficient identification for a parabolic problem.
• On strong solution, uniqueness, stability and comparison theorems for a stochastic system with poisson jumps.
• Differential stability of control constrained optimal control problems for distributed parameter systems.
• Improvement of stability properties of hyperbolic damped wave equation via boundary feedback.
• Maximum principle of distributed parameter systems with time lags.
• Optimality conditions and duality for continuous time programming without differentiability.
• Shape stabilization of flexible structure.