Compositional kriging for geological heterogeneity : enhanced spatial orediction framework / Ahram Kim
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TextPublication details: Bandar Seri Begawan : Universiti Teknologi Brunei, 2025. Description: xviii, 260 pages : illustrations, maps ; 30 cmSubject(s): Unversiti Teknologi Brunei -- Thesis | Universiti Teknologi Brunei -- Final Year Report | Dissertation, Academic | Thesis writing | Dissertation Universiti Teknologi Brunei | Engineering -- Petroleum and ChemicalOther classification: UTB 120 REPORT, THESIS & DISSERTATION | RTDS 422 Dissertation note: Dissertation (Doctor of Philosophy) - Universiti Teknologi Brunei (2025)
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Reports, Thesis & Dissertation Students
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Universiti Teknologi Brunei Library - at level 2 | UTB 120 REPORT THESIS & DISSERTATION, RTDS 422 (Browse shelf(Opens below)) | c. 1 | Not for loan | Reg. No. 002466_UTB [RTDS 422] | 850594 |
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Submitted in fulfilment of the requirements for the degree of Doctor in Philosophy.
ABSRACT
This thesis presents an advanced spatial prediction framework based on compositional kriging for the analvsis of datasets that exhibit both compositional constraints and spatial heterogeneity. By integrating isometric log-ratio (il) transformations, the method preserves the geometry of the simplex space, ensuring statistically coherent spatial modelling of compositional data. The study applies this framework across four diverse case studies to demonstrate its adaptability and accuracy: demographic compositions in Texas, sediment facies on Long Island, coal seam thickness in Queensland, and grain size distributions from outcrops in Brunei. In the Long Island case, compositional kriging was compared with ordinary kriging and showed improved spatial interpolation accuracy, as validated by metrics such as Root Mean Square Error and Mean Squared Error. For the other datasets, compositional kriging produced accurate and reliable spatial predictions, with interpolated distribution shapes closelv matching the original data and effectivelv capturing spatial variability. The interpolated distribution shapes closely matched the original data in each case, underscoring the method's reliability. It makes a significant contribution to spatial statistics by integrating compositional data analysis with geostatistical modelling. The proposed approach provides a robust, accurate, and flexible tool for geoscientific prediction tasks, particularly where data are multimodal and spatially dependent. The results highlight compositional kriging's potential as a preferred method for future studies involving complex spatial datasets.
Dissertation (Doctor of Philosophy) - Universiti Teknologi Brunei (2025)
Includes references and appendix
Reports, Thesis & Dissertation Students
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