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Mode multivariate analysis

On the other hand, factor analysis involves other manipulations of the eigen vectors and aims to gain insight into the structure of a multidimensional data set. The use of this technique was first proposed in biological structure-activity relationship (i. e., SAR) and illustrated with an analysis of the activities of 21 di-phenylaminopropanol derivatives in 11 biological tests [116-119, 289]. This method has been more commonly used to determine the intrinsic dimensionality of certain experimentally determined chemical properties which are the number of fundamental factors required to account for the variance. One of the best FA techniques is the Q-mode, which is based on grouping a multivariate data set based on the data structure defined by the similarity between samples [1, 313-316]. It is devoted exclusively to the interpretation of the inter-object relationships in a data set, rather than to the inter-variable (or covariance) relationships explored with R-mode factor analysis. The measure of similarity used is the cosine theta matrix, i. e., the matrix whose elements are the cosine of the angles between all sample pairs [1,313-316]. [Pg.269]

Raw signals from chemical sensors are rarely suitable for direct multivariate analysis. Some form of signal conditioning is always necessary before the input matrix is composed. Examples of preprocessing techniques used in the static and in the dynamic mode of multicomponent analysis are summarized in Table 10.1. They can be used as such or in combination. In higher-order sensors, where different transduction modes are used, the homogeneity of the input matrix is important. Thus, the matrix must contain data that are comparable in dimensions and that are commensurate. [Pg.318]

In addition to univariate statistical analysis, the data were also examined by means of multivariate statistical techniques. In particular, R-mode factor analysis was used, which is a very effective tool to interpret anomalies and to help identify their sources. Factor analysis allows grouping of anomalies by compatible geochemical associations from a geologic-mineralogical point of view, the presence of mineralizing processes, or processes connected to the surface environment. Based on this analysis, six meaningful chemical associations were identified (Fig. 15.8). [Pg.365]

Zimmermann, C. and G. Hubold (1998). Respiration and activity of Arctic and Antarctic fish with different modes of life A multivariate analysis of experimental data. In Fishes of Antarctica. A Biological Overview, pp. 163-174, ed. G. di Prisco, E. Pisano, and A. Clarke. Milan Springer. [Pg.449]

According to Ennis (1988), the application of the various multivariate analysis techniques (factor, cluster, discriminant analysis, multidimensional scaling) to classification in sensory analysis has been very valuable but is of little help for understanding the modes of perception. Mathematical models are proposed for predicting human sensory responses and the author concludes that they need development before they are able to improve the understanding of the complex perceptions associated with foods and beverages . [Pg.47]

Zeng, Y., and Hopke, P. K. (1989) Three-mode factor analysis A new multivariate method for analyzing spatial and temporal composition variation, in Receptor Models in Air Resources Management, J. G. Watson, ed., APCA Transactions 14, Air Pollution Control Association, Pittsburgh, PA, pp. 173-189. [Pg.1174]

Factor analysis has recently been used in source partitioning modeling of molecular marker investigations [1-4,296-300]. Q-mode factor analysis is based on grouping a multivariate data set based on the data structure defined by the similarity between samples. It is devoted exclusively to the interpretation of the inter-object relationships in a data set, rather than to the inter-variable (or co-variance) relationships e q)lored with R-mode factor analysis. [Pg.358]

Methanol extracts of selected tissues were analyzed by UPLC-ESl-QTOFMS (negative ion mode). Derivatized (methoxyamination and trimethylsilylation) samples were also analyzed by GC-TOF-MS. Comparison of unknown spectra with co-injection standards and NMR-separated fractions were used for analyte identification. Statistical analysis included canonical analysis of principal coordinates (an extension of principal component analysis) and permutational multivariate analysis of variance. [Pg.224]

A variety of multivariate techniques (Q-mode and R-mode cluster analysis. Principal component analysis (PCA) and Detrended Correspondence Analysis (DCA)) were... [Pg.285]

As noticed above, the exact separation of rubber ingredients such as curatives, emulsifiers and antioxidants from the oil-loss curve is hardly ever possible by TG, even with the use of DTG [25]. However, HRTGA, mass detection and multivariate analysis are means which still need to be explored. The effect of high resolution was clearly noticed in a (nitrile rubber, PVC)/plasticiser sample, which shows simultaneous evolution of plasticiser and decomposition of PVC in a linear programmed heating mode, better separation in vacuum TG conditions with constant heating, and plasticiser evolution before PVC decomposition in a controlled rate heating mode [271]. [Pg.187]

Multiway and particularly three-way analysis of data has become an important subject in chemometrics. This is the result of the development of hyphenated detection methods (such as in combined chromatography-spectrometry) and yields three-way data structures the ways of which are defined by samples, retention times and wavelengths. In multivariate process analysis, three-way data are obtained from various batches, quality measures and times of observation [55]. In image analysis, the three modes are formed by the horizontal and vertical coordinates of the pixels within a frame and the successive frames that have been recorded. In this rapidly developing field one already finds an extensive body of literature and only a brief outline can be given here. For a more comprehensive reading and a discussion of practical applications we refer to the reviews by Geladi [56], Smilde [57] and Henrion [58]. [Pg.153]

NIR spectroscopy is probably the most successful technique for the development of qualitative and quantitative methods in the pharmaceutical industry. NIR spectra contain both chemical and physical information from samples (solid and liquid). Spectra can be acquired off-line in three different modes transmittance, reflectance and transflectance. In all cases, the spectra are obtained in a few seconds without or minimum sample pretreatment. Multivariate data analysis techniques are usually needed for the development of the... [Pg.485]

Multivariate Image Analysis Strong and Weak Multiway Methods Strong and weak -way methods analyze 3D and 2D matrices, respectively. Hyperspectral data cube structure is described using chemometric vocabulary [17]. A two-way matrix, such as a classical NIR spectroscopy data set, has two modes object (matrix lines) and V variables (matrix columns). Hyperspectral data cubes possess two object modes and one variable mode and can be written as an OOV data array because of their two spatial directions. [Pg.418]

In traditional method validation, assessment of the calibration has been discussed in terms of linear calibration models for univariate systems, with an emphasis on the range of concentrations that conform to a linear model (linearity and the linear range). With modern methods of analysis that may use nonlinear models or may be multivariate, it is better to look at the wider picture of calibration and decide what needs to be validated. Of course, if the analysis uses a method that does conform to a linear calibration model and is univariate, then describing the linearity and linear range is entirely appropriate. Below I describe the linear case, as this is still the most prevalent mode of calibration, but where different approaches are required this is indicated. [Pg.242]

Schutirmann, G., Segner, H. and Jung, K. (1997). Multivariate Mode-of-Action Analysis of Acute Toxicity of Phenols. Aquat. Toxicol., 38, Til-296. [Pg.644]


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