Elsevier

Chemosphere

Volume 11, Issue 7, 1982, Pages 675-678
Chemosphere

Multi-criteria analysis and risk assessment

https://doi.org/10.1016/0045-6535(82)90178-3Get rights and content

Abstract

ELECTRE or Concordance Analysis is a French system of multicriteria analysis which is used in economics.

The application of ELECTRE for hazard evaluation and risk assessment of chemical substances is suggested, and a first attempt in adapting it for this purpose is presented.

References (2)

  • P. Nijkamp

    Theory and Application of Environmental Economics

    (1977)

Cited by (15)

  • ELECTRE: A comprehensive literature review on methodologies and applications

    2016, European Journal of Operational Research
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    In chemical and biochemical engineering, ELECTRE methods have been used for various problems related to the assessment and design of chemical processes and substances as well as identification of bacteria. Other categories, which could have been considered for some papers are: product design, e.g. Keller, Massart, and Brans (1991) and safety management, e.g. Opperhuizen and Hutzinger (1982). Fichefet, Leclercq, Beyne, and Piette (1984) tested ELECTRE II and a maximum likelihood (ML) model for identifying bacteria from a specific family.

  • Multi-criteria decision analysis in spatial decision support: The ASSESS analytic hierarchy process and the role of quantitative methods and spatially explicit analysis

    2005, Environmental Modelling and Software
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    These approaches address the decision process in detail and deal with a limited and clearly defined set of alternatives. Many computer-based approaches have been developed to deliver MCDA, or elements thereof, in a range of forms; e.g. ELECTRE III (Opperhuizen and Hutzinger, 1982; Roy, 1991); ASSESS (Bowyer and Veitch, 1994); DEFINITE (Janssen and Herwijnen, 1994); routines in IDRISI GIS (Eastman and Jiang, 1995); GIWIN (Ren, 1997); MULINO-DSS (Giupponi et al., 2004); HERO for heuristic multi-objective optimisation (Kangas et al., 2000); FORM (Kazana et al., 2003); and MEACROS (Mazzetto and Bonera, 2003). Within this wide variety, various approaches are devised to limit alternatives to a feasible set when pairwise comparisons lead to an unmanageable number of alternatives (Maniezzo et al., 1998).

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This paper was presented at the First Annual SETAC Meeting, Arlington VA. Nov. 1980.

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