Search results for "Systematic variation"

showing 3 items of 3 documents

On hidden heterogeneity in directional asymmetry – can systematic bias be avoided?

2006

8 pages; International audience; Directional asymmetry (DA) biases the analysis of fluctuating asymmetry (FA) mainly because among-individual differences in the predisposition for DA are difficult to detect. However, we argue that systematic bias mainly results from predictable associations between signed right-left asymmetry and other factors, i.e. from systematic variation in DA. We here demonstrate methods to test and correct for this, by analysing bilateral asymmetry in size and shape of an irregular sea urchin. Notably, in this model system, DA depended significantly on body length and geographic origin, although mean signed asymmetry (mean DA) was not significant in the sample as a wh…

echinoidmedia_common.quotation_subjectModel systemMESH : Analysis of VarianceSystematic variationEnvironmentBiologyAsymmetryFunctional LateralityStatistical powerFluctuating asymmetry[ SDV.BDD.MOR ] Life Sciences [q-bio]/Development Biology/Morphogenesiscase studySpecies SpecificityStatisticsAnimalsMESH : Species Specificitydevelopmental stabilityMESH : EvolutionMESH : FranceMESH : Functional LateralityEcology Evolution Behavior and Systematicsmedia_commonMESH : Sea UrchinsAnalysis of VarianceBilateral asymmetryMESH : Variation (Genetics)MESH : Reproducibility of Resultsfluctuating asymmetryGenetic VariationReproducibility of ResultsContrast (statistics)methodologyBiological EvolutionMESH : EnvironmentSea UrchinsGeographic originAbatus cordatusFranceMESH : Animalsdirectional asymmetry
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In-Depth Analysis of Pricing Problem Relaxations for the Capacitated Arc-Routing Problem

2015

Recently, Bode and Irnich [Bode C, Irnich S (2012) Cut-first branch-and-price-second for the capacitated arc-routing problem. Oper. Res. 60(5):1167–1182] presented a cut-first branch-and-price-second algorithm for solving the capacitated arc-routing problem (CARP). The fundamental difference to other approaches for exactly solving the CARP is that the entire algorithm works directly on the typically sparse underlying graph representing the street network. This enables the use of highly efficient dynamic programming-based pricing algorithms to solve the column-generation subproblem also known as the pricing problem. The contribution of this paper is the in-depth analysis of the CARP pricing…

Dynamic programmingMathematical optimizationBranch and priceBenchmark (computing)EconomicsGraph (abstract data type)TransportationColumn generationSystematic variationArc routingCivil and Structural EngineeringStreet networkTransportation Science
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Systematic Variation of the Degree of Branching (DB) of Polyglycerol via Oxyanionic Copolymerization of Glycidol with a Protected Glycidyl Ether and …

2017

Polymers and PlasticsOrganic ChemistryGlycidol02 engineering and technologySystematic variation010402 general chemistry021001 nanoscience & nanotechnologyCondensed Matter PhysicsBranching (polymer chemistry)01 natural sciencesGlycidyl ether0104 chemical scienceschemistry.chemical_compoundchemistryRheologyPolymer chemistryMaterials ChemistryCopolymerOrganic chemistryPhysical and Theoretical Chemistry0210 nano-technologyMacromolecular Chemistry and Physics
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