2008
DOI: 10.1080/08120090701581372
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Reconnaissance-scale conceptual fuzzy-logic prospectivity modelling for iron oxide copper – gold deposits in the northern Fennoscandian Shield, Finland

Abstract: The conceptual approach used in this study incorporates spatial analysis techniques for data integration and analysis to perform reconnaissance-scale mineral prospectivity mapping for iron oxide copper -gold (IOCG) mineralisation in Finland. The known IOCG occurrences in Finland are characterised by the following features: (i) an epigenetic magnetite-rich host-rock; (ii) an association of Fe -Cu -Au + Co + U; (iii) ore minerals comprising magnetite, chalcopyrite, pyrite or pyrrhotite, and native gold; (iv) a g… Show more

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Cited by 125 publications
(45 citation statements)
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“…Demicco and Klir (2004) discuss the rationale and illustrate the applications of fuzzy logic modeling to geological studies but they do not provide examples of fuzzy logic applications to mineral prospectivity mapping. Recent examples of applications of fuzzy logic modeling to mineral prospectivity mapping are found in Hale (2001), Carranza (2002), Tangestani and Moore (2003), Ranjbar and Honarmand (2004), Rogge et al (2006) and Nykänen et al (2008). Typically, application of fuzzy logic modeling to knowledgedriven mineral prospectivity mapping involves three main feed-forward stages: (1) fuzzification of evidential data; (2) logical integration of fuzzy evidential maps with the aid of an inference network and appropriate fuzzy set operations; and (3) defuzzification of fuzzy mineral prospectivity output in order to aid its interpretation.…”
Section: Index Overlay and Fuzzy Logic Methodsmentioning
confidence: 99%
“…Demicco and Klir (2004) discuss the rationale and illustrate the applications of fuzzy logic modeling to geological studies but they do not provide examples of fuzzy logic applications to mineral prospectivity mapping. Recent examples of applications of fuzzy logic modeling to mineral prospectivity mapping are found in Hale (2001), Carranza (2002), Tangestani and Moore (2003), Ranjbar and Honarmand (2004), Rogge et al (2006) and Nykänen et al (2008). Typically, application of fuzzy logic modeling to knowledgedriven mineral prospectivity mapping involves three main feed-forward stages: (1) fuzzification of evidential data; (2) logical integration of fuzzy evidential maps with the aid of an inference network and appropriate fuzzy set operations; and (3) defuzzification of fuzzy mineral prospectivity output in order to aid its interpretation.…”
Section: Index Overlay and Fuzzy Logic Methodsmentioning
confidence: 99%
“…The effect of selecting different γ values is examined by Bonham-Carter (1994). Previous studies suggest γ values in the region of 0.9 are most suitable for prospectivity mapping (An et al 1991;D'Ercole et al 2000;Mukhopadhyay et al 2003;Tangestani and Moore 2003) although other studies have utilsed lower γ values of around 0.75 (Carranza and Hale 2001;Nykanen et al 2008;Porwal et al 2003). Choice of γ value is ultimately subjective and several were tested in this analysis.…”
Section: Indicates That Fuzzy Membership Values Must Reflect the Relamentioning
confidence: 99%
“…This involves generalising the prospectivity map into a number of classes (e.g. very high, high, moderate etc) with equal intervals and measuring the distribution of the validation points across those map classes (Nykanen et al 2008). This methodology allows quantitative description of the distribution of targets and aids ranking for follow-up work.…”
Section: Recommendations For Further Workmentioning
confidence: 99%