Search results for "difference [rapidity]"

showing 2 items of 82 documents

Returns To Education During And After The Economic Crisis: Evidence From Latvia 2006–2012

2017

We employ EU-SILC micro data for Latvia to study how returns to education changed during the economic crisis of 2008–2009 and afterwards. We found that returns to education increased significantly during the crisis and decreased slightly during the subsequent economic recovery. The counter-cyclical effect was evident in nearly all population groups. After the crisis, education became more associated than before with a longer working week and a higher employment probability. Furthermore, we show that returns to education in Latvia are generally higher in the capital city and its suburbs than outside the capital city region, as well as for citizens of Latvia than for resident non-citizens and…

professional experienceökonomisches ModellLabour economicsSecondary educationEconomicsuniversity level of educationgender-specific factorsMincer coefficientEconomicsWirtschaftskriseLabor Market Research050207 economicsHochschulbildungHB71-74050205 econometrics media_commoneducation.field_of_study05 social sciencesInstrumental variableWirtschaftDifferential (mechanical device)Lettlandreturns to educationGeneral Medicinewage differentials modelreturns to education; Mincer coefficient; wage differentials model; higher education wage premium; instrumental variableswagemincer coefficientEinkommensunterschiedHigher educationLohnmedia_common.quotation_subjectPopulationWageeconomic crisis0502 economics and businessddc:330Messungdifference in incomeeducationBerufserfahrunginstrumental variablesArbeitsmarktforschungbusiness.industryLohnhöheLatviawage levelEconomics as a sciencegeschlechtsspezifische FaktorenEconomic recoveryCapital citymeasurementhigher education wage premiumbusinesseconomic modelComparative Economic Research. Central and Eastern Europe
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Efficient Time Integration of Maxwell's Equations with Generalized Finite Differences

2015

We consider the computationally efficient time integration of Maxwell’s equations using discrete exterior calculus (DEC) as the computational framework. With the theory of DEC, we associate the degrees of freedom of the electric and magnetic fields with primal and dual mesh structures, respectively. We concentrate on mesh constructions that imitate the geometry of the close packing in crystal lattices that is typical of elemental metals and intermetallic compounds. This class of computational grids has not been used previously in electromagnetics. For the simulation of wave propagation driven by time-harmonic source terms, we provide an optimized Hodge operator and a novel time discretizati…

ta113crystal structureElectromagneticsDiscretizationApplied Mathematicsta111Mathematical analysisFinite differenceFinite-difference time-domain methodDegrees of freedom (statistics)harmonic Hodge operatordiscrete exterior calculusmesh generationComputational Mathematicssymbols.namesakeDiscrete exterior calculusMaxwell's equationsMaxwell's equationsMesh generationnonuniform time discretizationsymbolsMathematicsSIAM Journal on Scientific Computing
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