Agronomy Journal · 2013 · 16 citations · 52 references
AgricultureAgronomyCrop SciencesCrop ModelingCrop ProductionSoil ScienceCropping System ProductivityFarm ProductivityProductivity AnalysisSoil Resource AssessmentYield EstimationYield PredictionAgronomic Yield EvaluationCrop Productivity AssessmentPlant Biomass ProductionRegional Yield PredictionSoil PropertiesSoil-based Yield PredictionSoil-driven Yield PredictionYield Prediction Validation
Soil productivity indices represent ratings of the potential plant biomass production of soils. Inductive approaches determine productivity based on inferred effects of soil properties on yield. Conversely, deductive approaches use yield information to estimate productivity. Our objective was to compare the performance of both types of productivity indices for assessing regional soil productivity for wheat ( Triticum aestivum L.) yield in the Pampas. Soil data from soil surveys and interpolated climate information were utilized. Wheat yield data from a 40‐yr period and representing ?45 Mha were used. Inductive productivity indices showed a low correlation with observed yield ( R 2 < 0.45, P = 0.05). The best performance of deductive empirical methods was attained using a blind guess option, but soils could only be rated when yield data were available. Yield models based on the neural network approach had good performance ( R 2 = 0.614, root mean square error [RMSE] = 548 kg ha –1 ) and was used for regional productivity index development. This index could be extrapolated to soils for which yield data are not available, and its validation with yield averages was optimal ( R 2 = 0.728, P = 0.05). Regional high productivity was achieved for combinations of medium to high levels of soil organic C and soil available water storage capacity variables, which showed a positive interaction. This methodology for assessing soil productivity based on an empirical yield‐based model may be applied in other regions of the world and for different crops.
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Applied Linear Statistical Models
Eric R. Ziegel, John Neter, William Wasserman et al. · Technometrics · 1992 · 10K citations
Applied Regression Analysis and Other Multivariable Methods
Esteban Walker, David G. Kleinbaum, Lawrence L. Kupper et al. · Technometrics · 1989 · 8.4K citations
Applied Linear Statistical Models.
Frederick O. Lorenz, John Neter, William Wasserman et al. · Journal of the American Statistical Association · 1986 · 5.7K citations