A Study to Generate a Weak Order from a Partially Ordered Set, Taken Biomonitoring Measurements

Author:

Bruggemann Rainer,Carlsen Lars,Panahbehagh Bardia,Pirintsos Stergios

Publisher

Springer International Publishing

Reference62 articles.

1. Annoni, P., Bruggemann, R., & Carlsen, L. (2014). A multidimensional view on poverty in the European Union by partial order theory. Journal of Applied Statistics, 42, 535–554.

2. Atkinson, M. D., & Chang, H. W. (1986). Extensions of partial orders of bounded width. Congressus Numerantium, 52, 21–35.

3. Bruggemann, R., & Carlsen, L. (2011). An improved estimation of averaged ranks of partially orders. MATCH Communications in Mathematical and in Computer Chemistry, 65, 383–414.

4. Bruggemann, R., & Halfon, E. (1997). Comparative analysis of nearshore contaminated sites in Lake Ontario: ranking for environmental hazard. Journal of Environmental Science and Health, A32(1), 277–292.

5. Bruggemann, R., & Patil, G. P. (2011). Ranking and prioritization for multi-indicator systems – Introduction to partial order applications. New York: Springer.

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