Search results for "Operator"

showing 10 items of 1427 documents

Generalized countable iterated function systems

2011

One of the most common and most general way to generate fractals is by using iterated function systems which consists of a finite or infinitely many maps. Generalized countable iterated function systems (GCIFS) are a generalization of countable iterated function systems by considering contractions from X ? X into X instead of contractions on the metric space X to itself, where (X, d) is a compact metric space. If all contractions of a GCIFS are Lipschitz with respect to a parameter and the supremum of the Lipschitz constants is finite, then the associated attractor depends continuously on the respective parameter.

Hutchinson operatorDiscrete mathematicsMetric spaceIterated function systemCollage theoremGeneral MathematicsCountable setContraction mappingLipschitz continuityCosmic spaceMathematicsFilomat
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Iterated function systems and well-posedness

2009

Abstract Fractals and multivalued fractals play an important role in biology, quantum mechanics, computer graphics, dynamical systems, astronomy and astrophysics, geophysics, etc. Especially, there are important consequences of the iterated function (or multifunction) systems in several topics of applied sciences [see for example: El Naschie MS. Iterated function systems and the two-slit experiment of quantum mechanics. Chaos, Solitons & Fractals 1994;4:1965–8; Iovane G. Cantorian spacetime and Hilbert space: Part I-Foundations. Chaos, Solitons & Fractals 2006;28:857–78; Iovane G. Cantorian space-time and Hilbert space: Part II-Relevant consequences. Chaos, Solitons & Fractals 2006;29:1–22;…

Hutchinson operatorDiscrete mathematicsPure mathematicsSpacetimeDynamical systems theoryGeneral MathematicsApplied MathematicsHilbert spaceGeneral Physics and AstronomyStatistical and Nonlinear PhysicsMetric spacesymbols.namesakeIterated function systemIterated functionsymbolsUniquenessMathematicsChaos, Solitons & Fractals
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ω-hypoelliptic differential operators of constant strength

2004

Abstract We study ω-hypoelliptic differential operators of constant strength. We show that any operator with constant strength and coefficients in E ω (Ω) which is homogeneous ω-hypoelliptic is also σ-hypoelliptic for any weight function σ=O(ω). We also present a sufficient condition in order to ensure that a differential operator admits a parametrix and, as a consequence, we obtain some conditions on the weights (ω,σ) to conclude that, for any operator P(x,D) with constant strength, the σ-hypoellipticity of the frozen operator P(x0,D) implies the ω-hypoellipticity of P(x,D). This requires the use of pseudodifferential operators.

Hypoelliptic operatorWeight functionParametrixApplied MathematicsOperator (physics)Mathematical analysisDifferential operatorConstant strengthHomogeneousHypoelliptic operatorOrder (group theory)Differential operatorUltradistributionConstant (mathematics)AnalysisMathematicsJournal of Mathematical Analysis and Applications
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Il Management in sala operatoria: l'esperienza dell'A.O.U.P. "Paolo Giaccone" -palermo

2006

Il Management in sala operatoria: l'esperienza dell'A.O.U.P. "Paolo Giaccone" -palermoSettore MED/42 - Igiene Generale E Applicata
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Continuous spectrum for a two phase eigenvalue problem with an indefinite and unbounded potential

2020

Abstract We consider a two phase eigenvalue problem driven by the ( p , q ) -Laplacian plus an indefinite and unbounded potential, and Robin boundary condition. Using a modification of the Nehari manifold method, we show that there exists a nontrivial open interval I ⊆ R such that every λ ∈ I is an eigenvalue with positive eigenfunctions. When we impose additional regularity conditions on the potential function and the boundary coefficient, we show that we have smooth eigenfunctions.

Indefinite unbounded potentialPure mathematicsNehari manifoldApplied Mathematics010102 general mathematicsContinuous spectrumBoundary (topology)Function (mathematics)Robin boundary conditionMathematics::Spectral TheoryEigenfunction01 natural sciences(pq)-LaplacianRobin boundary condition010101 applied mathematicsSettore MAT/05 - Analisi MatematicaLagrange multiplier rule0101 mathematicsSobolev embedding theoremNehari manifoldLaplace operatorAnalysisEigenvalues and eigenvectorsMathematicsJournal of Differential Equations
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Il maschile e il femminile. Una riflessione sulla radice di senso dell'identità di genere

2014

Il tema del maschile e del femminile e il senso della loro reciprocità è percepito come problematico in una cultura come quella attuale, segnata da una propensione all’indifferenziazione sessuale. La questione, per l’elaborazione di un’antropologia pedagogica della sponsalità e della paternità/maternità, è nodale. Il saggio propone una riflessione di stile fenomenologico, volta a ritrovare la radice di senso delle categorie di maschilità e di femminilità, ritrovandole nell’aspetto per cui esso si mostrano costitutive dell’esistenza personale. Tale senso originario resta sempre presente in ogni ricerca e in ogni momento della costruzione della propria singolare identità di genere.

Indifferenziazione sessuale sessualità genitale identità di genere significato originario del maschile e del femminile ineguaglianze storico-sociali liberazione sessuale operatori dell’identità di genere identità di genere come esistenzialiSettore M-PED/01 - Pedagogia Generale E Sociale
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Influence of greenhouse different coverings on chemical and physical risk factors

2005

Crop production in greenhouses needs the use of chemicals and requires high levels of temperature and relative humidity to assure the increasing of crop production. This can cause risks for the health of the operators, especially if they are not equipped with protection devices. The risks may also vary with the type and/or size and/or shape of the protected structures. In order to determine the influence of different coverings on type and amount of risks, chemical and physical risk factors were measured inside greenhouses with different cladding materials (glass panels and plastic films) after crop management. In these two different greenhouses typologies, that were similar for location and…

Indoor air qualityVolume (thermodynamics)Personal computerPlastic filmEnvironmental engineeringSettore AGR/09 - Meccanica AgrariaEnvironmental scienceGreenhouseRelative humidityHorticultureGreenhouse effectRoofGreenhouse risk factors operator’s health
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The origin of in-plane stresses in axially moving orthotropic continua

2016

In this paper, we address the problem of the origin of in-plane stresses in continuous, two-dimensional high-speed webs. In the case of thin, slender webs, a typical modeling approach is the application of a stationary in-plane model, without considering the effects of the in-plane velocity field. However, for high-speed webs this approach is insufficient, because it neglects the coupling between the total material velocity and the deformation experienced by the material. By using a mixed Lagrange–Euler approach in model derivation, the solid continuum problem can be transformed into a solid continuum flow problem. Mass conservation in the flow problem, and the behaviour of free edges in th…

Inertial frame of referenceMaterials scienceaxially moving02 engineering and technologyOrthotropic materialViscoelasticityelastic0203 mechanical engineeringviscoelasticfree edgesorthotropicGeneral Materials Scienceta216Contraction (operator theory)Conservation of massta113one-dimensional040101 forestryta214Applied MathematicsMechanical Engineeringta11104 agricultural and veterinary sciencesMechanicsCondensed Matter PhysicsIn plane020303 mechanical engineering & transportsClassical mechanicstwo-dimensionalMechanics of MaterialsModeling and Simulation0401 agriculture forestry and fisheriesVector fieldAxial symmetryInternational Journal of Solids and Structures
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Toward a formalization of a two traders market with information exchange

2014

This paper shows that Hamiltonians and operators can also be put to good use even in contexts which are not purely physics based. Consider the world of finance. The work presented here {models a two traders system with information exchange with the help of four fundamental operators: cash and share operators; a portfolio operator and an operator reflecting the loss of information. An information Hamiltonian is considered and an additional Hamiltonian is presented which reflects the dynamics of selling/buying shares between traders. An important result of the paper is that when the information Hamiltonian is zero, portfolio operators commute with the Hamiltonian and this suggests that the dy…

Infinite setAtomic and Molecular Physics and OpticInequalitymedia_common.quotation_subjectComputationFOS: Physical sciencesCondensed Matter PhysicFOS: Economics and businesssymbols.namesakeOperator (computer programming)Computer Science::Computational Engineering Finance and Scienceinformation in financeSettore MAT/07 - Fisica MatematicaMathematical PhysicsInformation exchangeMathematicsmedia_commonMathematical Physics (math-ph)Condensed Matter PhysicsMathematical Finance (q-fin.MF)Atomic and Molecular Physics and Opticsquantum tools in classical systemQuantitative Finance - Mathematical Financenumber operatorCashsymbolsPortfolioHamiltonian (quantum mechanics)Mathematical economicsPhysica Scripta
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Computing Platform for Virtual Economic Activities Index

2018

The authors enter three economic activity indices, which are calculated from the data in the virtual space on basis of Mobile Operator Call Description Records, Internet Log Files and News Portal audience textual comments and remarks analysis. The article provides the computing facility and the software specification for the Big Data computational platform. Indicates the need to comply this platform with strategy of data privacy requirements solutions and the visualization of results with data geographical mapping.

Information privacyIndex (economics)Information retrievalOperator (computer programming)Basis (linear algebra)Computer sciencebusiness.industryBig dataSoftware requirements specificationThe InternetbusinessVisualization
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