Titlebook: Directions in Mathematical Systems Theory and Optimization; Anders Rantzer,Christopher I. Byrnes Conference proceedings 2003 Springer-Verl

先驱

https://doi.org/10.1007/978-3-658-10400-9In this paper, the input-output behavior of a linear stable system is studied from a geometric point of view. Based on these results, it is discussed how to choose an output and how to fuse a number of outputs, to best track the input in stationarity.

玩笑

A Note on Stochastic Dissipativeness,In this paper we present a stochastic version of Willems’ ideas on Dissipativity and generalize the dissipation inequality to Markov Diffusion Processes. We show the relevance of these ideas by examining the problem of Ergodic Control of partially observed diffusions.

Affectation

Linear Fractional Transformations,A new formula for the linear fractional transformation of the Schur class by a .-inner matrix valued function is presented and applications to bitangential interpolation are outlined. Some of the surveyed results are connected with the role of Riccati equations in the the theory of reproducing kernel Hilbert spaces of the de Branges type.

欺骗世家

Input Tracking and Output Fusion for Linear Systems,In this paper, the input-output behavior of a linear stable system is studied from a geometric point of view. Based on these results, it is discussed how to choose an output and how to fuse a number of outputs, to best track the input in stationarity.

Arresting

Systems with Lebesgue Sampling,perties can be investigated by considering the behavior of the systems at times that are synchronized with the sampling instants. This leads to drastic simplifications because the systems can be described by difference equations with constant coefficients. This is the standard approach used today wh

frivolous

Acoustic Attenuation Employing Variable Wall Admittance,and use a computational method developed in a previous paper [.]. Specifically, we carry out computations that document the sensitivity of the overall energy dissipation as a function of wall admittance.

CRAMP