Search results for "Systems engineering"

showing 10 items of 1230 documents

Robust Finite-Time Control of Switched Linear Systems and Application to a Class of Servomechanism Systems

2015

This paper investigates finite-time (FT) stability and stabilization problems for a class of switched linear systems with polytopic uncertainties. Both stable and unstable subsystems are considered to coexist in the system, and a new concept of extended FT stability is proposed as the first attempt. A stability criterion is first established, where the admissible maximum switching number is obtained while ensuring extended FT stability of switched linear systems with time-varying delays under a given maximum ratio between the running time of unstable subsystems and the running time of stable subsystems. Sufficient conditions on the existence of desired memory state-feedback controllers are …

Class (set theory)Stability criterionLinear systemServomechanismStability (probability)Computer Science Applicationslaw.inventionExponential stabilityControl and Systems EngineeringlawControl theoryCircle criterionElectrical and Electronic EngineeringNumerical stabilityMathematicsIEEE/ASME Transactions on Mechatronics
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Conceptual spaces for anchoring

2003

Cognitive scienceControl and Systems EngineeringComputer scienceGeneral MathematicsAnchoringSoftwareComputer Science ApplicationsRobotics and Autonomous Systems
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On complexity and motion planning for co-rank one sub-Riemannian metrics

2004

In this paper, we study the motion planning problem for generic sub-Riemannian metrics of co-rank one. We give explicit expressions for the metric complexity (in the sense of Jean (10,11)), in terms of the elementary invariants of the problem. We construct asymptotic optimal syntheses. It turns out that among the results we show, the most complicated case is the 3-dimensional. Besides the generic C ∞ case, we study some non-generic generalizations in the analytic case.

CombinatoricsAlgebraComputational MathematicsControl and OptimizationRank (linear algebra)Control and Systems EngineeringMetric (mathematics)Motion planningConstruct (python library)MathematicsESAIM: Control, Optimisation and Calculus of Variations
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Metamodelling architectures for complex data integration in systems biology

2010

Systems biology aims at deciphering the functioning of biological systems on the basis of the knowledge of their molecular components and the relations between such components. To address the issues involved, high-throughput technologies are used. Taking advantage of the standards that are being currently developed to achieve consensual representations of technological domains, we present a metamodelling architecture based on these standards. The proposed architecture organises standard-specific metamodels and models into a single hierarchy. Each metamodel describes a consensus that is shared by several models of applications. A metamodel construct for description of faceted element is prop…

Complex data type0303 health sciencesHierarchyComputer scienceSystems biologyBiomedical Engineering02 engineering and technologyConstruct (python library)computer.software_genreMetamodeling03 medical and health sciences020204 information systems0202 electrical engineering electronic engineering information engineeringSystems engineeringModel-driven architectureArchitecturecomputer030304 developmental biologycomputer.programming_languageData integrationInternational Journal of Biomedical Engineering and Technology
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Projective Reeds-Shepp car onS2with quadratic cost

2008

Fix two points x, ¯ ∈ S 2 and two directions (without orientation) η,¯ η of the velocities in these points. In this paper we are interested to the problem of minimizing the cost

Computational MathematicsControl and OptimizationQuadratic costControl and Systems EngineeringMathematical analysisProjective testOrientation (graph theory)MathematicsESAIM: Control, Optimisation and Calculus of Variations
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Continuous reformulations and heuristics for the Euclidean travelling salesperson problem

2008

We consider continuous reformulations of the Euclidean travelling salesperson problem (TSP), based on certain clustering problem formulations. These reformulations allow us to apply a generalisation with perturbations of the Weiszfeld algorithm in an attempt to find local approximate solutions to the Euclidean TSP.

Computational MathematicsMathematical optimizationControl and OptimizationControl and Systems EngineeringProblem FormulationsEuclidean geometryApplied mathematicsComputer Science::Data Structures and AlgorithmsHeuristicsCluster analysisMathematicsESAIM: Control, Optimisation and Calculus of Variations
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Uniqueness of solutions for some elliptic equations with a quadratic gradient term

2008

We study a comparison principle and uniqueness of positive solutions for the homogeneous Dirichlet boundary value problem associated to quasi-linear elliptic equations with lower order terms. A model example is given by −Δu + λ |∇u| 2 u r = f (x) ,λ , r >0. The main feature of these equations consists in having a quadratic gradient term in which singularities are allowed. The arguments employed here also work to deal with equations having lack of ellipticity or some dependence on u in the right hand side. Furthermore, they could be applied to obtain uniqueness results for nonlinear equations having the p-Laplacian operator as the principal part. Our results improve those already known, even…

Computational MathematicsNonlinear systemControl and OptimizationOperator (computer programming)Quadratic equationControl and Systems EngineeringMathematical analysisPrincipal partGravitational singularityUniquenessBoundary value problemMathematicsTerm (time)ESAIM: Control, Optimisation and Calculus of Variations
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Méthodes géométriques et analytiques pour étudier l'application exponentielle, la sphère et le front d'onde en géométrie sous-riemannienne dans le ca…

1999

Consider a sub-riemannian geometry (U,D,g) where U is a neighborhood of 0 in R 3 , D is a Martinet type distribution identified to ker ω , ω being the 1-form: , q=(x,y,z) and g is a metric on D which can be taken in the normal form : , a=1+yF(q) , c=1+G(q) , . In a previous article we analyze the flat case : a=c=1 ; we describe the conjugate and cut loci , the sphere and the wave front . The objectif of this article is to provide a geometric and computational framework to analyze the general case. This frame is obtained by analysing three one parameter deformations of the flat case which clarify the role of the three parameters in the gradated normal form of order 0 where: , . More generall…

Computational MathematicsPure mathematicsControl and OptimizationControl and Systems EngineeringOrder (group theory)GeometryType distributionMathematicsESAIM: Control, Optimisation and Calculus of Variations
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Mobile phone data statistics as a dynamic proxy indicator in assessing regional economic activity and human commuting patterns

2020

Computational Theory and MathematicsArtificial IntelligenceControl and Systems EngineeringMobile phoneComputer sciencePrincipal component analysisEconometricsProxy (climate)Theoretical Computer ScienceExpert Systems
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A multi-step finite-state automaton for arbitrarily deterministic Tsetlin Machine learning

2021

Computational Theory and MathematicsArtificial IntelligenceControl and Systems EngineeringVDP::Teknologi: 500::Informasjons- og kommunikasjonsteknologi: 550Theoretical Computer Science
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