2012
DOI: 10.1002/9781118147634.ch3
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Spatial Analysis of Agricultural Field Experiments

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Cited by 7 publications
(5 citation statements)
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“…Spatial variation also depends on experimental design factors that determine trial layout, such as plot size and shape (Zhang et al, 1994) and block size and shape (Fagroud and Van Meirvenne, 2002). Spatial variation is typically controlled through proper experimental design and statistical analyses; these two approaches are often referred to as a priori and a posteriori techniques, respectively (Gezan et al, 2010;Stringer et al, 2012). Spatial variation is typically controlled through proper experimental design and statistical analyses; these two approaches are often referred to as a priori and a posteriori techniques, respectively (Gezan et al, 2010;Stringer et al, 2012).…”
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confidence: 99%
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“…Spatial variation also depends on experimental design factors that determine trial layout, such as plot size and shape (Zhang et al, 1994) and block size and shape (Fagroud and Van Meirvenne, 2002). Spatial variation is typically controlled through proper experimental design and statistical analyses; these two approaches are often referred to as a priori and a posteriori techniques, respectively (Gezan et al, 2010;Stringer et al, 2012). Spatial variation is typically controlled through proper experimental design and statistical analyses; these two approaches are often referred to as a priori and a posteriori techniques, respectively (Gezan et al, 2010;Stringer et al, 2012).…”
mentioning
confidence: 99%
“…Unless taken into account, spatial variability in yield trials can severely limit the precision of yield estimates. Spatial variation is typically controlled through proper experimental design and statistical analyses; these two approaches are often referred to as a priori and a posteriori techniques, respectively (Gezan et al, 2010;Stringer et al, 2012). The a priori approach is model driven, where the model is predetermined on the basis of experimental design, whereas the a posteriori approach is typically data driven, where different covariates or covariance structures are modeled to account for spatial variation and an adequate model is determined on the basis of some goodness-of-fit criteria.…”
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“…The sugar yield (t ha -1 ) was calculated using the formula: Cane yield (t ha -1 ) × CCS % /100. The data obtained from the study were statistically analyzed at 5 % level of significance as per procedure given by Sundaraj et al (1972).…”
Section: Treatmentsmentioning
confidence: 99%
“…In this design treatments must be arranged all together in each group, but the number of treatments usually cannot exceed 20, because heterogeneity increases within the block and consequently experimental error increases too (Stroup et al, 1994;Stringer et al, 2012). To overcome this problem, a new category of designs has been developed with each group divided into smaller more homogeneous subgroups that do not contain all treatments.…”
Section: Introductionmentioning
confidence: 99%