Search results for "Poisson distribution"

showing 10 items of 110 documents

Probabilistic response of nonlinear systems under combined normal and Poisson white noise via path integral method

2011

In this paper the response in terms of probability density function of nonlinear systems under combined normal and Poisson white noise is considered. The problem is handled via a Path Integral Solution (PIS) that may be considered as a step-by-step solution technique in terms of probability density function. A nonlinear system under normal white noise, Poissonian white noise and under the superposition of normal and Poisson white noise is performed through PIS. The spectral counterpart of the PIS, ruling the evolution of the characteristic functions is also derived. It is shown that at the limit when the time step becomes an infinitesimal quantity an equation ruling the evolution of the pro…

Characteristic function (probability theory)Stochastic resonanceMechanical EngineeringMathematical analysisShot noiseAerospace EngineeringOcean EngineeringStatistical and Nonlinear PhysicsProbability density functionWhite noiseCondensed Matter PhysicsPoisson distributionsymbols.namesakeNormal white noise Poisonian white noise combined white noisesAdditive white Gaussian noiseNuclear Energy and EngineeringGaussian noisesymbolsSettore ICAR/08 - Scienza Delle CostruzioniCivil and Structural EngineeringMathematics
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On deformation of Poisson manifolds of hydrodynamic type

2001

We study a class of deformations of infinite-dimensional Poisson manifolds of hydrodynamic type which are of interest in the theory of Frobenius manifolds. We prove two results. First, we show that the second cohomology group of these manifolds, in the Poisson-Lichnerowicz cohomology, is ``essentially'' trivial. Then, we prove a conjecture of B. Dubrovin about the triviality of homogeneous formal deformations of the above manifolds.

Class (set theory)Pure mathematicsConjectureDeformation (mechanics)Nonlinear Sciences - Exactly Solvable and Integrable SystemsGroup (mathematics)FOS: Physical sciencesStatistical and Nonlinear PhysicsType (model theory)Poisson distributionMAT/07 - FISICA MATEMATICATrivialityMathematics::Geometric TopologyCohomologysymbols.namesakeDeformation of Poisson manifoldsPoisson-Lichnerowicz cohomologysymbolsPoisson manifolds Poisson-Lichnerowicz cohomology Infinite-dimensional manifolds Frobenius manifoldsMathematics::Differential GeometryExactly Solvable and Integrable Systems (nlin.SI)Mathematics::Symplectic GeometryMathematical PhysicsMathematics
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Micronucleus frequencies and clonogenic cell survival in TK6 cells exposed to changing dose rates under controlled temperature conditions.

2014

In most exposure scenarios the dose rate of exposure is not constant. Despite this, very little information exists on the possible biological effects of exposing cells to radiation under the conditions of a changing dose rate. The current study highlights interesting effects following exposure under these conditions.We constructed a new exposure facility that allows exposing cells inside an incubator and used it to irradiate human lymphoblastoid TK6 cells both after a moderate (0.48 Gy) and a high (1.1 Gy) dose, where the change in dose rate was, respectively, ≈ 17-fold (2.2-37 mGy/min) and ≈ 39-fold (2.7-106 mGy/min). Clonogenic survival and micronuclei (MN) induction were the chosen endpo…

Clonogenic survivalDNA RepairCell SurvivalBiologyCell LineAndrologyRadiation IonizingHumansRadiology Nuclear Medicine and imagingLymphocytesPoisson DistributionInterphaseCytokinesisChromosome AberrationsMicronucleus TestsRadiological and Ultrasound TechnologyLymphoblastX-RaysTemperatureDose-Response Relationship RadiationClonogenic cellArea Under CurveImmunologyMicronucleus testDose rateMicronucleusModerate-DoseDNA DamageInternational journal of radiation biology
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A Variational Approach for Denoising Hyperspectral Images Corrupted by Poisson Distributed Noise

2014

Poisson distributed noise, such as photon noise is an important noise source in multi- and hyperspectral images. We propose a variational based denoising approach, that accounts the vectorial structure of a spectral image cube, as well as the poisson distributed noise. For this aim, we extend an approach for monochromatic images, by a regularisation term, that is spectrally and spatially adaptive and preserves edges. In order to take the high computational complexity into account, we derive a Split Bregman optimisation for the proposed model. The results show the advantages of the proposed approach compared to a marginal approach on synthetic and real data.

Computational complexity theorybusiness.industryNoise reductionComputingMethodologies_IMAGEPROCESSINGANDCOMPUTERVISIONHyperspectral imagingPoisson distributionTerm (time)symbols.namesakeNoiseComputer Science::Computer Vision and Pattern RecognitionsymbolsComputer visionArtificial intelligenceMonochromatic colorCubebusinessAlgorithmMathematics
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Performance analysis of user-centric SBS deployment with load balancing in heterogeneous cellular networks: A Thomas cluster process approach

2020

Abstract In conventional heterogeneous cellular networks (HCNets), the locations of user equipments (UEs) and base stations (BSs) are modeled randomly using two different homogeneous Poisson point processes (PPPs). However, this might not be a suitable assumption in case of UE distribution because UE density is not uniform everywhere in HCNets. Keeping in view the existence of nonuniform UEs, the small base stations (SBSs) are assumed to be deployed in the areas with high UE density, which results in correlation between UEs and BS locations. In this paper, we analyse the performance of HCNets with nonuniform UE deployment containing a union of clustered and uniform UE sets. The clustered UE…

Computer Networks and CommunicationsComputer scienceDistributed computing020206 networking & telecommunications02 engineering and technologyLoad balancing (computing)Poisson distributionsymbols.namesakeBase station0202 electrical engineering electronic engineering information engineeringsymbolsCellular network020201 artificial intelligence & image processingNetwork performanceStochastic geometryComputer Networks
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Bayesian inference in Markovian queues

1994

This paper is concerned with the Bayesian analysis of general queues with Poisson input and exponential service times. Joint posterior distribution of the arrival rate and the individual service rate is obtained from a sample consisting inn observations of the interarrival process andm complete service times. Posterior distribution of traffic intensity inM/M/c is also obtained and the statistical analysis of the ergodic condition from a decision point of view is discussed.

Computer scienceBayesian probabilityErgodicityPosterior probabilityManagement Science and Operations ResearchBayesian inferencePoisson distributionComputer Science ApplicationsExponential functionTraffic intensitysymbols.namesakeComputational Theory and MathematicsStatisticssymbolsApplied mathematicsErgodic theoryQueueing Systems
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Applicability of the Poisson distribution to model the data of the German Children's Cancer Registry.

1995

Since 1980 the German Children's Cancer Registry has documented all childhood malignancies in the Federal Republic of Germany. Various statistical procedures have been proposed to identify municipalities or other geographic units with increased numbers of malignancies. Usually the Poisson distribution, which requires the malignancies to be distributed homogeneously and uncorrelated, is applied. Other discrete statistical distributions (so-called cluster distributions) like the generalized or compound Poisson distributions are applicable more generally. In this paper we present a first explorative approach to the question of whether it is necessary to use one of these cluster distributions t…

Computer scienceBiophysicsPoisson distributionDisease clusterGermansymbols.namesakeGermanyNeoplasmsStatisticsEconometricsHumansPoisson DistributionRegistriesChildGeneral Environmental ScienceProbabilityRadiationModels StatisticalGermany WestFederal republic of germanylanguage.human_languageUncorrelatedCancer registrysymbolslanguageProbability distributionRadiation and environmental biophysics
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Environmental distribution of prokaryotic taxa

2010

14 pages, 5 figures, 1 table, 10 additional files avalaible [http://www.biomedcentral.com/content/supplementary/1471-2180-10- 85-S10.PDF ]

DNA BacterialMicrobiology (medical)BacteriaEcologybusiness.industrylcsh:QR1-502BiodiversityDistribution (economics)Bayes TheoremBiodiversityBiologyGeneralist and specialist speciesArchaeaMicrobiologylcsh:MicrobiologyTaxonFresh waterGenes BacterialRNA Ribosomal 16SResearch articleDatabases GeneticEnvironmental MicrobiologyPoisson DistributionbusinessBMC Microbiology
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Theoretical and experimental study of the role of cell-cell dipole interaction in dielectrophoretic devices: application to polynomial electrodes

2013

BACKGROUND: We aimed to investigate the effect of cell-cell dipole interactions in the equilibrium distributions in dielectrophoretic devices. METHODS: We used a three dimensional coupled Monte Carlo-Poisson method to theoretically study the final distribution of a system of uncharged polarizable particles suspended in a static liquid medium under the action of an oscillating non-uniform electric field generated by polynomial electrodes. The simulated distributions have been compared with experimental ones observed in the case of MDA-MB-231 cells in the same operating conditions. RESULTS: The real and simulated distributions are consistent. In both cases the cells distribution near the elec…

ElectrophoresisPolynomialMonte Carlo methodBiomedical EngineeringCell Communication-cell-cell dipoleMolecular physicsQuantitative Biology::Cell BehaviorBiomaterialsPolarizabilityCell Line TumorElectric fieldElectric ImpedanceElectronic engineeringHumansRadiology Nuclear Medicine and imagingPoisson DistributionElectrodesPhysicsRadiological and Ultrasound TechnologyResearchGeneral MedicineDipoleElectrophoresisDistribution (mathematics)ElectrodeMonte Carlo MethodAlgorithmsBioMedical Engineering OnLine
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Validation of the group nuclear safety climate questionnaire.

2013

Abstract Introduction Group safety climate is a leading indicator of safety performance in high reliability organizations. Zohar and Luria (2005) developed a Group Safety Climate scale (ZGSC) and found it to have a single factor. Method The ZGSC scale was used as a basis in this study with the researchers rewording almost half of the items on this scale, changing the referents from the leader to the group, and trying to validate a two-factor scale. The sample was composed of 566 employees in 50 groups from a Spanish nuclear power plant. Item analysis, reliability, correlations, aggregation indexes and CFA were performed. Results Results revealed that the construct was shared by each unit, a…

EngineeringSafety ManagementScale (ratio)Applied psychologyPoison controlSample (statistics)Occupational safety and healthUser-Computer InterfaceEconomic indicatorSocial DesirabilitySurveys and QuestionnairesPhotographyHumansPoisson DistributionSafety Risk Reliability and QualityReliability (statistics)Occupational Healthbusiness.industryItem analysisComputational BiologyReliability engineeringMotor VehiclesGroup StructureNuclear Power PlantsOrganizational safetyDiffusion of InnovationbusinessAlgorithmsJournal of safety research
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