Identification of Mineralization in Geochemistry for Grid Sampling Using Generalized Additive Models

被引:0
|
作者
Dominika Mikšová
Christopher Rieser
Peter Filzmoser
Maarit Middleton
Raimo Sutinen
机构
[1] Vienna University of Technology,Institute of Statistics and Mathematical Methods in Economics
[2] Geological Survey of Finland,Environmental Solutions Unit
[3] Geological Survey of Finland,Energy and Construction Solutions Unit
来源
Mathematical Geosciences | 2021年 / 53卷
关键词
Compositional data; Mineral identification; Grid sampling; Generalized additive models; Curvature;
D O I
暂无
中图分类号
学科分类号
摘要
The important goals of mineral exploration geochemistry are detection and identification of underlying mineralization. This paper deals with element concentration data analyzed of surface geochemical samples acquired from soil horizons or plants. A new unsupervised procedure is proposed for this purpose when the samples have been taken on a regular or irregular grid in the area under investigation. The methodology is based on Generalized Additive Model fits on element concentration data. Then new data points are taken of the surface of the smooth fits across the entire sampling area as a regular grid. Pairwise log-ratios of elements are then calculated of these points, and curvature of the log-ratio pairs is computed. High curvature indicates abrupt spatial changes, which could point at locations of mineralized zones. A measure called c-value evaluates the overall curvature and thus serves as an importance measure of a log-ratio pair. The methodology is tested on two real surface geochemical data sets collected in areas with known underlying mineralization, and the results confirm existing knowledge of the underlying mineralization.
引用
收藏
页码:1861 / 1880
页数:19
相关论文
共 50 条
  • [31] Generalized additive models for functional data
    Manuel Febrero-Bande
    Wenceslao González-Manteiga
    TEST, 2013, 22 : 278 - 292
  • [32] Analysis of Heart Transplant Survival Data Using Generalized Additive Models
    Tsujitani, Masaaki
    Tanaka, Yusuke
    COMPUTATIONAL AND MATHEMATICAL METHODS IN MEDICINE, 2013, 2013
  • [33] GIS modeling of submerged macrophyte distribution using Generalized Additive Models
    Anthony Lehmann
    Plant Ecology, 1998, 139 : 113 - 124
  • [34] Estimate of influenza cases using generalized linear, additive and mixed models
    Oviedo, Manuel
    Dominguez, Angela
    Pilar Munoz, M.
    HUMAN VACCINES & IMMUNOTHERAPEUTICS, 2015, 11 (01) : 298 - 301
  • [35] Analyzing Temporal Trends of Urban Evaporation Using Generalized Additive Models
    Aljoumani, Basem
    Sanchez-Espigares, Jose A.
    Kluge, Bjorn
    Wessolek, Gerd
    Kleinschmit, Birgit
    LAND, 2022, 11 (04)
  • [36] GIS modeling of submerged macrophyte distribution using Generalized Additive Models
    Lehmann, A
    PLANT ECOLOGY, 1998, 139 (01) : 113 - 124
  • [37] Survival Analysis for Personal Loan Data Using Generalized Additive Models
    Masaaki Tsujitani
    Bart Baesens
    Behaviormetrika, 2012, 39 (1) : 9 - 23
  • [38] Analysis of population trends for farmland birds using generalized additive models
    Fewster, RM
    Buckland, ST
    Siriwardena, GM
    Baillie, SR
    Wilson, JD
    ECOLOGY, 2000, 81 (07) : 1970 - 1984
  • [39] Generalized Additive Models for Functional Data
    Febrero-Bande, Manuel
    Gonzalez-Manteiga, Wenceslao
    RECENT ADVANCES IN FUNCTIONAL DATA ANALYSIS AND RELATED TOPICS, 2011, : 91 - 96
  • [40] Interpretable Ranking with Generalized Additive Models
    Zhuang, Honglei
    Wang, Xuanhui
    Bendersky, Michael
    Grushetsky, Alexander
    Wu, Yonghui
    Mitrichev, Petr
    Sterling, Ethan
    Bell, Nathan
    Ravina, Walker
    Qian, Hai
    WSDM '21: PROCEEDINGS OF THE 14TH ACM INTERNATIONAL CONFERENCE ON WEB SEARCH AND DATA MINING, 2021, : 499 - 507