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Klaus Danzer

Researcher at University of Jena

Publications -  83
Citations -  2611

Klaus Danzer is an academic researcher from University of Jena. The author has contributed to research in topics: Calibration (statistics) & Multivariate statistics. The author has an hindex of 21, co-authored 83 publications receiving 2450 citations. Previous affiliations of Klaus Danzer include Schiller International University.

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Use of solid-phase microextraction-capillary-gas chromatography (SPME-CGC) for the varietal characterization of wines by means of chemometrical methods

TL;DR: In this paper, the extraction of wine aroma compounds was studied by direct-SPME (DI/SPME), headspaceSPME and multiple-headspace extraction (MHE/SME) methods.
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Non-invasive blood glucose monitoring by means of near infrared spectroscopy: investigation of long-term accuracy and stability.

TL;DR: The results of the investigation indicate that long-term monitoring of blood glocose by means of NIR-spectroscopy and individual calibration models over a period of 3 to 4 months is basically possible once long- term stability of the method will be improved.
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Guidelines for calibration in analytical chemistry. Part 2: Multicomponent calibration (IUPAC Technical Report)

TL;DR: In analytical chemistry, the relation between sample domain and measurement domain expressed by an analytical function x = fs(Q) representing a pattern of chemical species Q and their amounts or concentrations x in a given test sample on the one hand and a measured function y = f(z) that may be a spectrum, chromatogram, etc. as discussed by the authors.
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A review of information theory in analytical chemometrics

TL;DR: The evaluation of the properties of analytical methods by information theory has been proposed and the translation of information from signals to the amounts of the analytes has been investigated along with the relevance of individual components.
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Selectivity and specificity in analytical chemistry. General considerations and attempt of a definition and quantification

TL;DR: A proposal is given to characterize selectivity and specificity quantitatively by relative values in a range of 0 to 1 expressing so a certain degree of selectivities and specificity.