Search results for " Opera"

showing 10 items of 3606 documents

Design of Asymmetric Shift Operators for Efficient Decentralized Subspace Projection

2021

A large number of applications in decentralized signal processing includes projecting a vector of noisy observations onto a subspace dictated by prior information about the field being monitored. Accomplishing such a task in a centralized fashion in networks is prone to a number of issues such as large power consumption, congestion at certain nodes and suffers from robustness issues against possible node failures. Decentralized subspace projection is an alternative method to address those issues. Recently, it has been shown that graph filters (GFs) can be implemented to perform decentralized subspace projection. However, most of the existing methods have focused on designing GFs for symmetr…

Signal processingOptimization problemComputer science020206 networking & telecommunications02 engineering and technologyShift operatorTopologyNetwork topologyGraphProjection (linear algebra)Operator (computer programming)Robustness (computer science)Signal Processing0202 electrical engineering electronic engineering information engineeringElectrical and Electronic EngineeringWireless sensor networkSubspace topologyIEEE Transactions on Signal Processing
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Analog Photonic Fractional Signal Processing

2018

In this work, we provide an up to date overview on the subject of photonic fractional signal processing, including both, in-fiber and waveguide on-chip technology. Thus, we discuss in detail fractional differentiation, fractional integration, fractional Hilbert transforms, and finally, fractional Fourier transforms. In each case, the underlying mathematical principles are explained for each operation, together with a short historical discussion in the context of classical optics. After that, the different proposals to perform these operations photonically on the complex field envelope of a given light pulse are presented, divided according to its working principle. Finally, current applicat…

Signal processingPhotonicsOptical fiber:FÍSICA::Óptica ::Fibras ópticas [UNESCO]Waveguide on-chipFractional operationsUNESCO::FÍSICA::Óptica ::Fibras ópticas
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¿Por qué existen los bancos?

2004

La incorporación reciente a la teoría bancaria contemporánea de las herramientas de análisis de las teorías de la agencia y de la economía de la información ha modificado nuestra visión tradicional del negocio bancario, ampliando las funciones que realizan estos intermediarios. El estudio de estas funciones y de las ventajas comparativas que poseen los bancos en el ejercicio de las mismas constituirá el eje central de nuestro trabajo. De los resultados de este análisis concluiremos que la existencia de los bancos se justifica porque estas entidades, a través de las funciones que realizan, permiten una mejor colocación de los recursos financieros, beneficiando a demandantes y oferentes de fo…

Sistema bancario; Coste de transacción; Información; Riesgo financiero Pagos; Liquidez bancaria; Intermediación financiera; Activos financieros; Pasivos financierosUNESCO::CIENCIAS ECONÓMICAS::Actividad económica::Dinero y operaciones bancarias
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Links and Bifurcations in Nonsingular Morse–Smale Systems

1997

Wada's theorem classifies the set of periodic orbits in NMS systems on S3 as links, that can be written in terms of six operations. This characterization allows us to study the topological restrictions that links require to suffer a given codimension one bifurcation. Moreover, these results are reproduced in the case of NMS systems with rotational symmetries, introducing new geometrical tools.

Six operationsPure mathematicsApplied MathematicsCodimensionCharacterization (mathematics)Morse codelaw.inventionSet (abstract data type)Invertible matrixlawModeling and SimulationHomogeneous spaceEngineering (miscellaneous)BifurcationMathematicsInternational Journal of Bifurcation and Chaos
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Beilinson Motives and Algebraic K-Theory

2019

Section 12 is a recollection on the basic results of stable homotopy theory of schemes, after Morel and Voevodsky. In particular, we recall the theory of orientations in a motivic cohomology theory. Section 13 is a recollection of the fundamental results on algebraic K-theory which we translate into results within stable homotopy theory of schemes. In particular, Quillen’s localization theorem is seen as an absolute purity theory for the K-theory spectrum. In Section 14, we introduce the fibred category of Beilinson motives as an appropriate Verdier quotient of the motivic stable homotopy category. Using the Adams filtration on K-theory, we prove that Beilinson motives have the properties o…

Six operationsPure mathematicsHomotopy categoryAdams filtrationMathematics::Algebraic TopologySpectrum (topology)Stable homotopy theoryMotivic cohomologyMathematics::Algebraic GeometryMathematics::K-Theory and HomologyFibred categoryMathematics::Category TheoryAlgebraic K-theoryMathematics
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Hydropower Potential in Water Distribution Networks: Pressure Control by PATs

2014

Pressure control is one of the main techniques to control leakages in Water Distribution Networks (WDNs) and to prevent pipe damage, improving the delivery standards of a water supply systems. Pressure reducing stations (PRSs) equipped by either pressure reducing valves or motor driven regulating valves are commonly used to dissipate excess hydraulic head in WDNs. An integrated new technical solution with economic and system flexibility benefits is presented which replaces PRSs with pumps used as turbines (PATs). Optimal PAT performance is obtained by a Variable Operating Strategy (VOS), recently developed for the design of small hydropower plants on the basis of valve time operation, and n…

Small hydroEngineeringEnergy recoveryDistribution networksbusiness.industryPressure controlEnvironmental engineeringWater supplyVariable operating strategy (VOS) · Water distribution networks · Energy recovery · PATsSettore ICAR/01 - IdraulicaHydraulic headbusinessProcess engineeringHydropowerWater Science and TechnologyCivil and Structural EngineeringLeakage (electronics)Water Resources Management
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Isotropic stochastic flow of homeomorphisms on Sd for the critical Sobolev exponent

2006

Abstract In this work, we shall deal with the critical Sobolev isotropic Brownian flows on the sphere S d . Based on previous works by O. Raimond and LeJan and Raimond (see [O. Raimond, Ann. Inst. H. Poincare 35 (1999) 313–354] and [Y. LeJan, O. Raimond, Ann. of Prob. 30 (2002) 826–873], we prove that the associated flows are flows of homeomorphisms.

Sobolev exponentKolmogoroff modification theoremApplied MathematicsGeneral MathematicsEigenvectorIsotropyMathematical analysisSpherical representationHomeomorphismNon-Lipschitzian conditionSobolev spacesymbols.namesakeLaplace operatorMathematics::ProbabilityPoincaré conjecturesymbolsExponentIsotropic flowsLaplace operatorCritical exponentBrownian motionMathematicsJournal de Mathématiques Pures et Appliquées
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Boundedness and spectral invariance for standard pseudodifferential operators on anisotropically weighted LP-Sobolev spaces

1990

It is shown that pseudodifferential operators with symbols in the standard classes S ρ,δ m (ℝn) define bounded maps between large classes of weighted LP-Sobolev spaces where the growth of the weight does not have to be isotropic. Moreover, the spectrum is independent of the choice of the space.

Sobolev spaceAlgebra and Number TheoryPseudodifferential operatorsBounded functionMathematical analysisSpectrum (functional analysis)IsotropySpace (mathematics)AnalysisMathematicsIntegral Equations and Operator Theory
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2003

In this article we apply the S(M, g)–calculus of L. Hormander and, in particular, results concerning the spectral invariance of the algebra of operators of order zero in ℒ(L2(ℝn)) to study generators of Feller semigroups. The core of the article is the proof of the invertibility of λ Id + P for a strongly elliptic operator P in Ψ(M, g) and suitable weight functions M and metrics g. The proof depends highly on precise estimates of the remainder term in asymptotic expansions of the product symbol in Weyl and Kohn–Nirenberg quantization. Due to the Hille–Yosida–Ray theorem and a theorem of Courrege, the result concerning the invertibility of λ Id + P is applicable to obtain sufficient conditio…

Sobolev spaceDiscrete mathematicsElliptic operatorOperator (computer programming)SemigroupGeneral MathematicsProduct (mathematics)CalculusSpecial classes of semigroupsRemainderTerm (logic)MathematicsMathematische Nachrichten
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On the regularity of the Hardy-Littlewood maximal operator on subdomains of ℝn

2010

AbstractWe establish the continuity of the Hardy-Littlewood maximal operator on W1,p(Ω), where Ω ⊂ ℝn is an arbitrary subdomain and 1 < p < ∞. Moreover, boundedness and continuity of the same operator is proved on the Triebel-Lizorkin spaces Fps,q (Ω) for 1 < p,q < ∞ and 0 < s < 1.

Sobolev spaceDiscrete mathematicsPure mathematicsGeneral MathematicsOperator (physics)Maximal operatorMaximal functionMathematicsProceedings of the Edinburgh Mathematical Society
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