2016
DOI: 10.1016/j.apgeochem.2016.06.006
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Compositional data analysis of Holocene sediments from the West Bengal Sundarbans, India: Geochemical proxies for grain-size variability in a delta environment

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Cited by 29 publications
(19 citation statements)
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“…Weltje & Tjallingii () introduced a method for calibration of XRF‐core‐scanners using log‐ratio calibration equations (LRCEs) based on cross‐correlation of scanner log‐ratio intensities and log‐ratios of independently measured element concentrations. The LRCE‐based calibration can significantly reduce the effects of overlap between elements and problems due to closure inherent in compositional datasets, particularly when there is variation in an element that cannot be measured by the scanner (Weltje & Tjallingii, ; Flood et al ., ). The downside of this approach is that interpretation of log ratio trends is less intuitive.…”
Section: Dataset and Methodsologymentioning
confidence: 97%
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“…Weltje & Tjallingii () introduced a method for calibration of XRF‐core‐scanners using log‐ratio calibration equations (LRCEs) based on cross‐correlation of scanner log‐ratio intensities and log‐ratios of independently measured element concentrations. The LRCE‐based calibration can significantly reduce the effects of overlap between elements and problems due to closure inherent in compositional datasets, particularly when there is variation in an element that cannot be measured by the scanner (Weltje & Tjallingii, ; Flood et al ., ). The downside of this approach is that interpretation of log ratio trends is less intuitive.…”
Section: Dataset and Methodsologymentioning
confidence: 97%
“…Consequently, the Ross Formation cores do not seem to suffer from some of the calibration issues observed elsewhere in soft‐sediment and water‐saturated cores (e.g. Flood et al ., ). This likely reflects the relatively simple quartzose composition, minimal porosity (<1%), smooth cut core surfaces and the absence of interstitial pore fluids.…”
Section: Dataset and Methodsologymentioning
confidence: 97%
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“…PLS regression is a multilinear technique that establishes a basis explaining the maximum covariance between two sets of variables. It is particularly suitable for high‐dimensional data sets that have multicollinearity among variables (Bloemsma et al, ; Flood et al, ; Geladi & Kowalski, ; Wold et al, ). Each model is represented by a predictive function in form of italicGrain.5emitalicsize0.25em()φ=E+β1·X1+β2·X2++βn·Xn, where E equals the intercept, β n is the weight (regression coefficient) of each element, and X n represents the clr‐transformed geochemical data.…”
Section: Methodsmentioning
confidence: 99%
“…PLS regression is a multilinear technique that establishes a basis explaining the maximum covariance between two sets of variables. It is particularly suitable for high-dimensional data sets that have multicollinearity among variables (Bloemsma et al, 2012;Flood et al, 2016;Geladi & Kowalski, 1986;Wold et al, 2001). Each model is represented by a predictive function in form of…”
Section: Pls Regressionmentioning
confidence: 99%