Search results for "Best linear unbiased prediction"

showing 4 items of 4 documents

Genetic diversity and trait genomic prediction in a pea diversity panel

2014

Background Pea (Pisum sativum L.), a major pulse crop grown for its protein-rich seeds, is an important component of agroecological cropping systems in diverse regions of the world. New breeding challenges imposed by global climate change and new regulations urge pea breeders to undertake more efficient methods of selection and better take advantage of the large genetic diversity present in the Pisum sativum genepool. Diversity studies conducted so far in pea used Simple Sequence Repeat (SSR) and Retrotransposon Based Insertion Polymorphism (RBIP) markers. Recently, SNP marker panels have been developed that will be useful for genetic diversity assessment and marker-assisted selection. Resu…

Genetic Markers0106 biological sciencesGenotype[SDV]Life Sciences [q-bio]Best linear unbiased predictionBiologyPolymorphism Single Nucleotide01 natural sciences03 medical and health sciencesSativumGenetic variationGenetics[SDV.BV]Life Sciences [q-bio]/Vegetal BiologyLeast-Squares Analysis030304 developmental biology2. Zero hungerPrincipal Component Analysis0303 health sciencesGenetic diversitybusiness.industryPeasDiscriminant AnalysisGenetic Variationfood and beveragesBayes Theorem15. Life on landMarker-assisted selectionBiotechnologyPhenotype13. Climate actionEvolutionary biologyGenetic marker[SDE]Environmental SciencesLinear ModelsTraitRate of evolutionbusinessGenome PlantMicrosatellite RepeatsResearch Article010606 plant biology & botanyBiotechnology
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Unbiased Branches: An Open Problem

2007

The majority of currently available dynamic branch predictors base their prediction accuracy on the previous k branch outcomes. Such predictors sustain high prediction accuracy but they do not consider the impact of unbiased branches, which are difficult-to-predict. In this paper, we evaluate the impact of unbiased branches in terms of prediction accuracy on a range of branch difference predictors using prediction by partial matching, multiple Markov prediction and neural-based prediction. Since our focus is on the impact that unbiased branches have on processor performance, timing issues and hardware costs are out of scope of this investigation. Our simulation results, with the SPEC2000 in…

Mathematical optimizationMarkov chainComputer sciencebusiness.industryOpen problemPrediction by partial matchingBest linear unbiased predictionMachine learningcomputer.software_genreBranch predictorBenchmark (computing)Range (statistics)Artificial intelligenceHardware_CONTROLSTRUCTURESANDMICROPROGRAMMINGbusinesscomputerInteger (computer science)
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Understanding Prediction Limits Through Unbiased Branches

2006

The majority of currently available branch predictors base their prediction accuracy on the previous k branch outcomes. Such predictors sustain high prediction accuracy but they do not consider the impact of unbiased branches which are difficult-to-predict. In this paper, we quantify and evaluate the impact of unbiased branches and show that any gain in prediction accuracy is proportional to the frequency of unbiased branches. By using the SPECcpu2000 integer benchmarks we show that there are a significant proportion of unbiased branches which severely impact on prediction accuracy (averaging between 6% and 24% depending on the prediction context used).

Ramification (botany)StatisticsEconometricsContext (language use)Unbiased EstimationBest linear unbiased predictionBranch predictorMathematicsInteger (computer science)
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Varying-time random effects models for longitudinal data: unmixing and temporal interpolation of remote-sensing data

2008

Remote sensing is a helpful tool for crop monitoring or vegetation-growth estimation at a country or regional scale. However, satellite images generally have to cope with a compromise between the time frequency of observations and their resolution (i.e. pixel size). When concerned with high temporal resolution, we have to work with information on the basis of kilometric pixels, named mixed pixels, that represent aggregated responses of multiple land cover. Disaggreggation or unmixing is then necessary to downscale from the square kilometer to the local dynamic of each theme (crop, wood, meadows, etc.). Assuming the land use is known, that is to say the proportion of each theme within each m…

Statistics and ProbabilityPixelCovariance functionComputer scienceEstimatorLand coverStatistics Probability and UncertaintyBest linear unbiased predictionRandom effects modelScale (map)Remote sensingDownscalingJournal of Applied Statistics
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