Systems analysis and control | Department of Computer, Control and Management Engineering

Systems analysis and control

Tracking control for a class of rotationally invariant evolution PDEs
Output invisible control allocation with asymptotic optimization for nonlinear systems in normal form
Fault-Tolerant Control Allocation for Overactuated Nonlinear Systems
Distributed optimal control of degenerate reaction-diffusion equations
An adaptive pseudo-inverse method for the fault-tolerant output allocation in linear observers with redundant sensors
A sliding-mode scheme for monitoring malicious attacks in cyber-physical systems
Stability and distributed control of degenerate diffusion equations

This paper is concerned with stability and control of the parabolic p-Laplace equation. The autonomous equation is shown to be asymptotically stable, while the stronger property of exponential stability is guaranteed by the presence of lower-order terms satisfying a suitable growth condition. On...
The inverse eigenvalue problem for leslie matrices

The Nonnegative Inverse Eigenvalue Problem (NIEP) is the problem of determining necessary and sufficient conditions for a list of n complex numbers to be the spectrum of an entry-wise nonnegative matrix of dimension n. This is a very difficult and long standing problem and has been solved only for...
Uncertain parameter estimation for a class of nonlinear systems using a polynomial representation of outputs
Robust Detection and Reconstruction of State and Sensor Attacks for Cyber-Physical Systems using Sliding Modes

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