Search results for "Principle"

showing 10 items of 1023 documents

Digital generation of multivariate wind field processes

2001

Abstract A very efficient procedure for the generation of multivariate wind velocity stochastic processes by wave superposition as well as autoregressive time series is proposed in this paper. The procedure starts by decomposing the wind velocity field into a summation of fully coherent independent vector processes using the frequency dependent eigenvectors of the Power Spectral Density matrix. It is shown that the application of the method allows to show some very interesting physical properties that allow to reduce drastically the computational effort. Moreover, using a standard finite element procedure for approximating the frequency dependent eigenvectors, the generation procedure requi…

Stochastic processMechanical EngineeringUnivariateAerospace EngineeringSpectral densityOcean EngineeringStatistical and Nonlinear PhysicsCondensed Matter PhysicsWind speedMatrix (mathematics)Superposition principleNuclear Energy and EngineeringAutoregressive modelCalculusApplied mathematicsSafety Risk Reliability and QualityEigenvalues and eigenvectorsCivil and Structural EngineeringMathematics
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L'Analogie chez Aristote

2021

Revue de philosophie dont l’objet est de montrer, d’interroger ou d’évaluer les comparaisons effectives dans les différents champs disciplinaires, Analogia est une publication scientifique annuelle de l’IPC.Chaque numéro réunit un conseil scientifique nouveau chargé de sélectionner les contributions en double aveugle.L’Analogie chez Aristote.Sous la direction d’Emmanuel Brochier.Conseil scientifique :- Katerina Ierodiakonou (Genève – Athènes)- André Laks (Paris)- Benjamin C. Morison (Princeton)- Jean-Luc Solère (Boston)Sommaire :- Présentation, par Emmanuel Brochier, p. 5 ;- Christof Rapp : "Spotting similarities between disparate items" Observations on the use of analogy in Aristotle’s met…

StoïcismeThomas d'AquinAnalogieLightAlbert le GrandMetaphysicsPrime unmoved moverPuissanceAlbert the GreatPrincipesPlatonActeScala naturaeRhétorique[SHS.PHIL] Humanities and Social Sciences/PhilosophyThomas AquinasConcept formationÉtiologieMétaphysiqueMétaphoreMeteorologiaPoétiqueDiaphaneCouleursColorsUnityAristotle's Theory of CausesBienCausesTopiquesEthical naturalismActualizationNaturalisme éthiqueAnalogia entisMetaphorPremier moteur immobileComparaisonBiologieBecomingStoicismCauses chez AristoteÉquivocité (homonymie)AnalogyScienceMétaphysique LambdaAgent intellectEpicurianismLumièreSpontaneous generationBeingÊtreComparisonAristotle's PhysicsFormation de conceptsÉpicurismeAristotleUnitéGoodPoeticsGodSubstancePhysique d'AristoteBiologyMétéorologiePlatoMetaphysics LambdaRègles de comparaisonDevenirHomonymyDiaphanousCommensuratePotencyNon homonymyAristoteDieuActSimilitudeGénération spontanéeNon-équivocitéCommensurableTopicsPowerPrénotion (prolepsis)Rules of comparisonAnticipation (prolepsis)ActualisationRhetoricsÆtiologyIntellect AgentPrinciplesNotion
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Fractional Viscoelasticity Under Combined Stress and Temperature Variations

2020

Nowadays polymeric materials or composites with polymeric matrices are widely used in a very wide range of applications such as aerospace, automotive, biomedical and also civil engineering. From a mechanical point of view, polymers are characterized by high viscoelastic properties and high sensitiveness of mechanical parameters from temperature. Analytical predictions in real-life conditions of mechanical behaviour of such a kind of materials is not trivial for the intrinsic hereditariness that imply the knowledge of all the history of the material at hand in order to predict the response to applied external loads. If temperature variations are also present in the materials, a reliable eval…

Stress (mechanics)symbols.namesakeWork (thermodynamics)Superposition principleMaterials scienceDiscretizationStochastic processMonte Carlo methodBoltzmann constantsymbolsMechanicsViscoelasticity
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Nonlinear Nonhomogeneous Elliptic Problems

2019

We consider nonlinear elliptic equations driven by a nonhomogeneous differential operator plus an indefinite potential. The boundary condition is either Dirichlet or Robin (including as a special case the Neumann problem). First we present the corresponding regularity theory (up to the boundary). Then we develop the nonlinear maximum principle and present some important nonlinear strong comparison principles. Subsequently we see how these results together with variational methods, truncation and perturbation techniques, and Morse theory (critical groups) can be used to analyze different classes of elliptic equations. Special attention is given to (p, 2)-equations (these are equations driven…

Strong comparison principles(p 2)-equationsMultiplicity theoremsNodal solutionsDifferential operatorDirichlet distributionNonlinear systemsymbols.namesakeMaximum principleSettore MAT/05 - Analisi MatematicaNeumann boundary conditionsymbolsApplied mathematicsBoundary value problemNonlinear maximum principleLaplace operatorNonlinear regularityMorse theoryMathematics
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A multi objective genetic algorithm for the facility layout problem based upon slicing structure encoding

2012

This paper proposes a new multi objective genetic algorithm (MOGA) for solving unequal area facility layout problems (UA-FLPs). The genetic algorithm suggested is based upon the slicing structure where the relative locations of the facilities on the floor are represented by a location matrix encoded in two chromosomes. A block layout is constructed by partitioning the floor into a set of rectangular blocks using guillotine cuts satisfying the areas requirements of the departments. The procedure takes into account four objective functions (material handling costs, aspect ratio, closeness and distance requests) by means of a Pareto based evolutionary approach. The main advantage of the propos…

Structure (mathematical logic)Mathematical optimizationClosenessGeneral EngineeringPareto principleSlicingComputer Science ApplicationsSet (abstract data type)Artificial IntelligenceEncoding (memory)Genetic algorithmMulti Objective Genetic Algorithm Facility Layout ProblemSlicing StructureMathematicsBlock (data storage)Expert Systems with Applications
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The Bourdieu Affair

2018

In this chapter, the author analyzes Pierre Bourdieu as a representative of the French intellectual tradition. In the name of morality, he rose to defend those who suffered injustice. In the Bourdieu affair, the sufferers of injustice were the unemployed and part-time workers. The opponents were the neoliberal market ideologists, historical successors to the form of capitalism Emile Zola had already dissected in his book on the stock exchange, Avarice (greed), as well as audio-visual communication tools, which Bourdieu accused of mediocrity. As in the cases of Zola and Jean-Paul Sartre, Bourdieu’s message is universal, even though the problems selected, the form of their presentation and th…

Style (visual arts)PresentationStock exchangeMediocrity principleAestheticsmedia_common.quotation_subjectSociologyCapitalismMoralityInjusticemedia_common
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Quasivarieties of Algebras

2001

This chapter plays a twofold role in the book. Firstly, the chapter surveys basic facts about quasivarieties of algebras. These facts are widely utilised in the subsequent chapters devoted to algebraizable logics. Secondly, the chapter shows how the methods initially elaborated for protoalgebraic sentential logics in the first part can be also applied in the area of equational logic. Most of the results presented in this chapter are proved by way of adapting the purely consequential methods of sentential logic to the needs of the (quasi) equational systems associated with quasivarieties of algebras.

Subdirect productAlgebraComputer scienceFree algebraEquational logicPropositional calculusExtension principle
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Existence, nonexistence and uniqueness of positive solutions for nonlinear eigenvalue problems

2017

We study the existence of positive solutions for perturbations of the classical eigenvalue problem for the Dirichlet $p-$Laplacian. We consider three cases. In the first the perturbation is $(p-1)-$sublinear near $+\infty$, while in the second the perturbation is $(p-1)-$superlinear near $+\infty$ and in the third we do not require asymptotic condition at $+\infty$. Using variational methods together with truncation and comparison techniques, we show that for $\lambda\in (0, \widehat{\lambda}_1)$ -$\lambda>0$ is the parameter and $\widehat{\lambda}_1$ being the principal eigenvalue of $\left(-\Delta_p, W^{1, p}_0(\Omega)\right)$ -we have positive solutions, while for $\lambda\geq \widehat{\…

Sublinear functionMonotonic functionLambda01 natural sciencesOmegaDirichlet distributionsymbols.namesakeFirst eigenvalueP-LaplacianUniqueness0101 mathematicsEigenvalues and eigenvectorsMathematical physicsNonlinear regularityPhysicsApplied Mathematics010102 general mathematicsMathematical analysisVariational methodAnalysiFirst eigenvalue; Generalized picone's identity; Nonlinear maximum principle; Nonlinear regularity; P-Laplacian; Variational methods; Analysis; Applied MathematicsGeneral Medicine010101 applied mathematicsp-LaplaciansymbolsNonlinear maximum principleGeneralized picone's identityAnalysis
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Stochastic model for complex surface-reaction systems with application toNH3formation

1993

A stochastic model is introduced that is appropriate to describe surface-reaction systems. These reaction systems are well suited for the description via master equations using their Markovian behavior. In this representation an infinite chain of master equations for the distribution functions of the state of the surface, of pairs of surface sites, etc., arises. This hierarchy is truncated by a superposition approximation. The resulting lattice equations are solved in a small region which contains all of the structure-sensitive aspects and can be connected to continuous functions which represent the behavior of the system for large distances from a reference point. In the present paper, we …

Superposition principleContinuous-time stochastic processDistribution functionStochastic modellingLattice (order)Monte Carlo methodMaster equationDynamic Monte Carlo methodStatistical physicsMathematicsPhysical Review E
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A molecular dynamics simulation study of the alpha-relaxation in a 1,4-polybutadiene melt as probed by the coherent dynamic structure factor.

2004

The dynamic coherent structure factor Scoh(q,t) for a 1,4-polybutadiene (PBD) melt has been investigated using atomistic molecular dynamics simulations. The relaxation of Scoh(q,t) at q = 1.44 angstroms(-1) and q = 2.72 angstroms(-1), corresponding to the first and second peaks in the static structure factor for PBD, was studied in detail over a wide range of temperature. It was found that time-temperature superposition holds for the alpha-relaxation for both q values over a wide temperature range and that the alpha-relaxation can be well described by a stretched (Kohlrauch-William-Watts) exponential with temperature independent but q dependent amplitude and stretching exponent. The alpha-r…

Superposition principleCrystallographyMolecular dynamicsAmplitudeChemistryDynamic structure factorRelaxation (NMR)ExponentGeneral Physics and AstronomyPhysical and Theoretical ChemistryAtmospheric temperature rangeStructure factorMolecular physicsThe Journal of chemical physics
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