Search results for "theory [cosmology]"

showing 10 items of 973 documents

Bibliometric analysis of the Annual Review of Legal Psychology journal between 1991-2019

2021

[EN]: The present study carries out a bibliometric analysis of Annual Review of Legal Psychology from 1991 to 2019. Data were collected from a database that allows for the analysis of authors, institutions, countries, gender, topics, and impact. The results enable us to observe gender discrepancies among authors, with a a higher frequency of women (50.2%), and the number of signatures (53.7% men). Over the years there is an increase in the number of authors and signatures, of co-authorship, a higher presence of international signatures, representing 23.5% between 2011 and 2019. Three collaboration groups were identified, two from Spain and one from Colombia. Categories of Legal and Forensic…

Bibliometric analysisColaboración científicalcsh:BF1-990Annual Review of LegalMadrid Association of PsychologistspsychologyJurídica PsicologíaReferentannual review of legalPathology and Forensic MedicineBibliometríaPsychologyAnuario de PsicologíaSocial scienceApplied Psychologyscientific collaborationlcsh:Jurisprudence. Philosophy and theory of lawField (Bourdieu)Legal psychologyPsychological evaluationColegio Oficial de Psicólogos de Madridmadrid association of psychologistslcsh:PsychologyForensic psychologyScientific collaborationBibliometricslcsh:K201-487bibliometricsPsychologyLaw
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A Derivation of the Vlasov-Stokes System for Aerosol Flows from the Kinetic Theory of Binary Gas Mixtures

2016

In this short paper, we formally derive the thin spray equation for a steady Stokes gas, i.e. the equation consists in a coupling between a kinetic (Vlasov type) equation for the dispersed phase and a (steady) Stokes equation for the gas. Our starting point is a system of Boltzmann equations for a binary gas mixture. The derivation follows the procedure already outlined in [Bernard-Desvillettes-Golse-Ricci, arXiv:1608.00422 [math.AP]] where the evolution of the gas is governed by the Navier-Stokes equation.

Binary numberKinetic energy01 natural sciencesBoltzmann equationPhysics::Fluid Dynamics35Q20 35B25 82C40 76T15 76D07symbols.namesakeMathematics - Analysis of PDEshydrodynamic limitPhase (matter)FOS: Mathematics[MATH.MATH-AP]Mathematics [math]/Analysis of PDEs [math.AP][PHYS.MECA.MEFL]Physics [physics]/Mechanics [physics]/Fluid mechanics [physics.class-ph]sprays0101 mathematicsSettore MAT/07 - Fisica MatematicaVlasov-Stokes systemPhysicsNumerical Analysisgas mixture.010102 general mathematicsMSC Primary: 35Q20 35B25; Secondary: 82C40 76T15 76D07.Stokes flowBoltzmann equationAerosol010101 applied mathematicsClassical mechanicsModeling and SimulationBoltzmann constantKinetic theory of gasessymbolsVlasov-Stokes system Boltzmann equation Hydrodynamic limit Aerosols Sprays Gas mixtureaerosolsAnalysis of PDEs (math.AP)
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Oscillatory integrals and fractal dimension

2021

Theory of singularities has been closely related with the study of oscillatory integrals. More precisely, the study of critical points is closely related to the study of asymptotic of oscillatory integrals. In our work we investigate the fractal properties of a geometrical representation of oscillatory integrals. We are motivated by a geometrical representation of Fresnel integrals by a spiral called the clothoid, and the idea to produce a classification of singularities using fractal dimension. Fresnel integrals are a well known class of oscillatory integrals. We consider oscillatory integral $$ I(\tau)=\int_{; ; \mathbb{; ; R}; ; ^n}; ; e^{; ; i\tau f(x)}; ; \phi(x) dx, $$ for large value…

Box dimensionGeneral Mathematics010102 general mathematicsMathematical analysisPhase (waves)Resolution of singularitiesOscillatory integral ; Box dimension ; Minkowski content ; Critical points ; Newton diagramCritical points01 natural sciencesFractal dimensionCritical point (mathematics)Oscillatory integralAmplitudeDimension (vector space)Mathematics - Classical Analysis and ODEsMinkowski contentClassical Analysis and ODEs (math.CA)FOS: Mathematics0101 mathematicsMinkowski contentOscillatory integralNewton diagram[MATH]Mathematics [math]fractal dimension; box dimension; oscillatory integrals; theory of singularitiesMathematics
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The attitude towards boycotts: determining factors

2019

According to the theories of reasoned action and planned behavior, the precedent to any human conduct is the intention to display such conduct. People’s attitudes are one of those precedents. Our work is framed within this line of research, as it seeks to analyze and explain the main determinants of attitudes towards boycotts. Thus, we understand that consumers’ attitudes towards boycott behavior depend on three fundamental beliefs: perceived legitimacy of the behavior, ethical idealism towards such behavior, and finally, ethical relativism towards boycott behavior. We emphasize legitimacy since the relevance of legitimacy processes in the businessclient relationship lies in the validation …

Boycottlcsh:Management. Industrial managementBoycottEthical idealismEthical relativismTheory of planned behaviorGeneral Medicinelcsh:BusinessEthical relativismStructural equation modelingIdealismAction (philosophy)lcsh:HD28-70Relevance (law)lcsh:HF5001-6182PsychologySocial psychologyLegitimacyLegitimacy
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Basic Notions of the Theory of Heat

2016

This chapter summarizes some basic notions of thermodynamics and defines the empirical variables which are needed for the description of thermodynamic systems in equilibrium. Empirical temperature and several scales used to measure temperature are defined. The so-called “zeroth law of thermodynamics” is formulated which says that systems which are in mutual equilibrium have the same temperature. Thermodynamic ensembles corresponding to different macroscopic boundary conditions are introduced and are illustrated by simple models such as the ideal gas. Also, entropy appears on the scene for a first time, both in its statistical and its thermodynamical interpretation. Gibb’s fundamental form i…

Canonical ensembleTheoretical physicsEntropy (classical thermodynamics)Grand canonical ensembleZeroth law of thermodynamicsTheory of heatBoundary value problemThermodynamic systemIdeal gasMathematics
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Una propuesta sobre enseñanza de la relatividad en el bachillerato como motivación para el aprendizaje de la física

2007

Relativity is a very important part of modern physics. In this paper we analyze the teaching and learning of the theory of relativity in secondary education and we show some reasoned arguments against traditional methods to teach it. Finally, a didactic proposal for the teaching of relativity is presented; it comes as a conclusion that it is possible a suitable teaching of the principles of relative which should bring into the students a change in attitude, concepts and methodology.

Canvi actitudinalSecondary educationCambio actitudinalMotivació en l'educacióEducationRelativityTheory of relativityAprenentatgeComputingMilieux_COMPUTERSANDEDUCATIONRelativitatEnsenyamentEnsenyament-AprenentatgeCanvi metodològicfísicaPhilosophyChange in attitudeModern physicsConcepts and methodologyRelativitat (Física)Epistemologyeducación científicaEnseñanza-aprendizajemedios de enseñanzaTeaching and learningCanvi conceptualCanvi metodológicoRelatividad
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Collecting evidence for a stem cell hypothesis in HCC.

2010

Ever since Ernest McCulloch and James E Till defined essential stem cell properties, the field of stem cell biology has attracted increasing interest.1 Manipulating embryonic stem cells has resulted in advanced genetic technologies such as knock-out and transgenic animals, providing valuable models to study genetic influence on a wide variety of diseases.2 The success in manipulating stem cells and the ability to differentiate them into diverse tissues brought with them countless concepts of utilising stem cells in medicine. The idea of perpetually dividing pluripotent cells, capable of differentiating into nearly every possible cell or tissue type, seems like an inexhaustible resource for …

Carcinoma HepatocellularStem cell theory of agingLiver NeoplasmsGastroenterologyClinical uses of mesenchymal stem cellsBiologyEmbryonic stem cellCell biologyRecurrenceImmunologyBiomarkers TumorNeoplastic Stem CellsHumansStem cellProgenitor cellInduced pluripotent stem cellAdult stem cellStem cell transplantation for articular cartilage repairGut
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Wharton’s Jelly Mesenchymal Stem Cells for the Treatment of Type 1 Diabetes

2014

Type 1 diabetes is an autoimmune disease caused by the destruction of endocrine pancreas β cells by T lymphocytes, for which genetic and environmental risk factors have been proposed. Patients require daily infusions of recombinant insulin to overcome the reduced production by their own cells, but there is an increasing demand for a permanent and efficient supplementation which could better modulate the need for the hormone during the normal activities. For this reason, transplant-based therapeutic models have been proposed such as whole organ transplantation and Langerhans islets transplantation. These techniques are limited by many factors such as the lack of donors, the risks linked to t…

Cell therapyAmniotic epithelial cellsWharton's jellyMesenchymal stem cellStem cell theory of agingImmunologyClinical uses of mesenchymal stem cellsBiologyStem cellStem cell transplantation for articular cartilage repair
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Subtle Changes in Clonal Dynamics Underlie the Age-Related Decline in Neurogenesis

2017

SUMMARYNeural stem cells in the adult murine brain have only a limited capacity to self-renew, and the number of neurons they generate drastically declines with age. How cellular dynamics sustain neurogenesis and how alterations with age may result in this decline, are both unresolved issues. Therefore, we clonally traced neural stem cell lineages using confetti reporters in young and middle-aged adult mice. To understand underlying mechanisms, we derived mathematical population models of adult neurogenesis that explain the observed clonal cell type abundances. Models fitting the data best consistently show self renewal of transit amplifying progenitors and rapid neuroblast cell cycle exit.…

Cell typeNeuroblastCellular differentiationNeurogenesisStem cell theory of agingStem cellBiologyProgenitor cellNeuroscienceNeural stem cell
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Degrees of irreducible characters of the symmetric group and exponential growth

2015

We consider sequences of degrees of ordinary irreducible S n S_n - characters. We assume that the corresponding Young diagrams have rows and columns bounded by some linear function of n n with leading coefficient less than one. We show that any such sequence has at least exponential growth and we compute an explicit bound.

CharacterPower sum symmetric polynomialGeneral MathematicsApplied MathematicsMathematicsofComputing_GENERALComplete homogeneous symmetric polynomialExponential polynomialExponential growthCombinatoricsRepresentation theory of the symmetric groupSymmetric groupElementary symmetric polynomialMathematics (all)Ring of symmetric functionsCharacter groupSymmetric groupMathematics
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