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Παρουσίαση Εργασίας ΜΔΕ κας Καραβούλια Χριστίνας - Σχολή ΜΗΧΟΠ
Κατηγορία: Παρουσίαση Μεταπτυχιακής Εργασίας   ΜΗΧΟΠ  
ΤοποθεσίαΜ3 - Κτίριο ΜΗΧΟΠ, Μ3.003
Ώρα19/06/2017 17:00 - 18:00

Περιγραφή:
ΠΟΛΥΤΕΧΝΕΙΟ ΚΡΗΤΗΣ Σχολή Μηχανικών Ορυκτών Πόρων - ΠΜΣ Μηχανική Πετρελαίου Εξεταζόμενη μεταπτυχιακή φοιτήτρια: Χριστίνα Καραβούλια Θέμα Μεταπτυχιακής Εργασίας: «Performance of multivariate clustering methods in oil families identification» Τριμελής Εξεταστική Επιτροπή: Καθ. Πασαδάκης Νικόλαος (επιβλέπων) Καθ. Χριστόπουλος Διονύσιος Δρ. Γαγάνης Βασίλειος Περίληψη As science progresses, the need for analyzing multivariate data sets is growing by the minute. Multiple disciplines, either scientific or not, require the examination of large amounts of data, in a short period of time, in order to obtain useful information. During the recent few decades, multivariate statistical analysis methods have been developed, aiming to satisfy such purposes. This dissertation deals with the implementation of multivariate data analysis methods on a given data set, derived from oil family affiliations, which originate from Williston Basin of North America. In particular, Hierarchical Clustering, k-means and Principal Component analysis have been applied on four independent models, in an attempt to extract information regarding the oil-oil correlations among the samples under study. The models used on the exploration of the compositional information were the Saturated Fraction Compositional Model, the Saturated Fraction Ratios Model, the Gasoline Range Compositional Model and the Biomarkers Compositional Model. These standard statistical methods were found to be quite insufficient in classifying the sample set into distinct familial affiliations. For this reason, the need to examine the nature of the data set arose. Compositional data represent a category on their own as they are characterized by specific numerical properties which present significant consequences when being analyzed by standard multivariate techniques. The analysis of such type of data represents a whole new chapter in the world of statistics and the need for further examination on this matter is constantly growing.
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