Titlebook: Control of Uncertain Systems: Modelling, Approximation, and Design; A Workshop on the Oc Bruce A. Francis,Malcolm C. Smith,Jan C. Willems C

conservative

Intrinsic Uncertainty in Gene Regulation Network,ability, bifurcation and so on. However, nonlinearity and complexity which represent fundamental characteristic features of life phenomena have been insurmountable obstacles for getting in-depth inderslanding of gene regulating networks beyond modelling/simulation paradigm.

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BAIT

Evolve

Stochastic Modelling over a Finite Alphabet and Algorithms for Finding Genes from Genomes, them {. , ... , .} and {. , ... , .}. The objective here is to develop not one but . models, called . and . respectively, such that the strings . have much larger likelihoods with the model . than with the model ., and the opposite is true for the strings .. Then a new string . is classified into t

Working-Memory

Feedback Networks,t also connected to other systems who are in turn connected with more systems in a complex web of feedback interactions. A further complication in the applications we have in mind is that we rarely have information about the whole network, we only know the local interactions. A natural question agai

apropos

LMI-Based Gain Scheduled Controller Synthesis for a Class of Linear Parameter Varying Systems,ems. This class of systems encompasses many physical systems, in particular systems where individual components vary with time, and is therefore of significant practical relevance to control designers. The control design presented in this paper has the properties that the system matrix of the closed

facetious

construct

Using Feedback to Improve System Identification,ms investigating identifiability and suitable standard forms for use in system identification. Over the years the idea of identifiability has come to play an important role in the literature. In this paper we describe some new results centering around a quantitative measure of identifiability define

用肘

On the Gap Metric for Finite-Dimensional Linear Time-Varying Systems in Continuous Time, fact, for . linear systems, it is known that the gap metric induces the weakest topology in which both feedback stability and closed-loop performance are both robust properties [5]. In this article, we study the gap metric for the class of finite-dimensional, linear . systems, in .. In particular,

Heterodoxy

Robustly Stabilizing Controllers with Internal Loop,cFarlane [14]. The irrational case was treated in Georgiou and Smith [12], where it was shown that a solution exists provided that the transfer function has a normalized doubly coprime factorization. Our new contribution is to solve this classic problem for the following very general class of transf