Abstract Investigation of materials should be described by the measure theoretical model based on the ideas element, property of element, component and quantity of component. Metrological /diagnostical, measuring, qualifying/ systems consist of investigation and correlation modelling investigation. In the case of linear investigation, the model of investigation can be regarded as mixture distribution. The advantage of the proposed measure theoretical model is that property, quantity, homogeneity, etc. can unambiguously be defined using this model. The possibilities of applications are based on the fact, that this model is a unified tool for modelling material investigations, correlations, qualification, or diagnostic systems. The disadvantage of the proposed model, and so the limit of its applicability is determined by the fact that the model at present is only deterministic and static. It can, however, be extended to becan e a stochastic and dynamic one. We hope that the ideas stimulated by this measure theoretical model will enhelp the mathematical description of chemometrical, biometrical, psychometrical etc., and qualification problems, and thus, enable a wider application of computing techniques in these fields.
Modelling of metrological systems
1986-01-01
8 pages
Aufsatz/Kapitel (Buch)
Elektronische Ressource
Englisch
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