Posetic Tools in the Social Sciences: A Tutorial Exposition
241
Fattore, M., & Maggino, F. (2014). Partial orders in socio-economics: A practical challenge for
poset theorists or a cultural challenge for social scientists? In R. Bruggemann, L. Carlsen, & J.
Wittmann (Eds.), Multi-indicator systems and modelling in partial order (pp. 197–214). New
York: Springer.
Fattore, M., Arcagni, A., & Maggino, F. (2019, Forthcoming). Optimal scoring of partially ordered
data, with an application to the ranking of smart cities. In Smart statistics for smart applications
– SIS 2019 conference, Milan.
Fuhrmann, F., Scholl, M., & Bruggemann, R. (2018). How can the empowerment of employees
with intellectual disabilities be supported? Social Indicators Research, 136(3), 1269–1285.
Hussain, M. A., Jørgensen, M. M., & Østerdal, L. P. (2016). Refining population health comparisons: A multidimensional first order dominance approach. Social Indicators Research, 129(2),
739–759.
Joint Research Centre-European Commission, et al. (2008). Handbook on constructing composite
indicators: Methodology and user guide. Paris: OECD Publishing.
Koppatz, P., & Bruggemann, R. (2017). Pyhasse and cloud computing. In M. Fattore & R.
Bruggemann (Eds.), Partial order concepts in applied sciences (pp. 291–300). Cham: Springer.
Leti, G. (1983). Statistica descrittiva. Bologna: Il Mulino.
Maggino, F., & Fattore, M. (2019). Social polarization. Wiley statsRef: Statistics reference online
(pp. 1–4).
Meyer C. D. (2000). Matrix analysis and applied linear algebra. Philadelphia: SIAM.
Nanivazo, M. (2015). First order dominance analysis: Child wellbeing in the democratic republic
of congo. Social Indicators Research, 122(1), 235–255.
Neggers, J., & Kim, H. S. (1998). Basic posets. Singapore: World Scientific.
Patil, G. P., & Taillie, C. (2004). Multiple indicators, partially ordered sets, and linear extensions:
Multi-criterion ranking and prioritization. Environmental and Ecological Statistics, 11(2), 199–
228.
Saaty, T. L., & Hu, G. (1998). Ranking by eigenvector versus other methods in the analytic
hierarchy process. Applied Mathematics Letters, 11(4), 121–125.
Schoch, D. (2017). netrankr: An R package to analyze partial rankings in networks.
Schröder, B. S. W. (2016). Ordered sets: An introduction with connections from combinatorics to
topology. Cham: Springer.
Sen, A. (1992). Inequality reexamined. Oxford: Clarendon Press.
Todeschini, R., Grisoni, F., & Nembri, S. (2015). Weighted power–weakness ratio for multi-criteria
decision making. Chemometrics and Intelligent Laboratory Systems, 146, 329–336.
241
Fattore, M., & Maggino, F. (2014). Partial orders in socio-economics: A practical challenge for
poset theorists or a cultural challenge for social scientists? In R. Bruggemann, L. Carlsen, & J.
Wittmann (Eds.), Multi-indicator systems and modelling in partial order (pp. 197–214). New
York: Springer.
Fattore, M., Arcagni, A., & Maggino, F. (2019, Forthcoming). Optimal scoring of partially ordered
data, with an application to the ranking of smart cities. In Smart statistics for smart applications
– SIS 2019 conference, Milan.
Fuhrmann, F., Scholl, M., & Bruggemann, R. (2018). How can the empowerment of employees
with intellectual disabilities be supported? Social Indicators Research, 136(3), 1269–1285.
Hussain, M. A., Jørgensen, M. M., & Østerdal, L. P. (2016). Refining population health comparisons: A multidimensional first order dominance approach. Social Indicators Research, 129(2),
739–759.
Joint Research Centre-European Commission, et al. (2008). Handbook on constructing composite
indicators: Methodology and user guide. Paris: OECD Publishing.
Koppatz, P., & Bruggemann, R. (2017). Pyhasse and cloud computing. In M. Fattore & R.
Bruggemann (Eds.), Partial order concepts in applied sciences (pp. 291–300). Cham: Springer.
Leti, G. (1983). Statistica descrittiva. Bologna: Il Mulino.
Maggino, F., & Fattore, M. (2019). Social polarization. Wiley statsRef: Statistics reference online
(pp. 1–4).
Meyer C. D. (2000). Matrix analysis and applied linear algebra. Philadelphia: SIAM.
Nanivazo, M. (2015). First order dominance analysis: Child wellbeing in the democratic republic
of congo. Social Indicators Research, 122(1), 235–255.
Neggers, J., & Kim, H. S. (1998). Basic posets. Singapore: World Scientific.
Patil, G. P., & Taillie, C. (2004). Multiple indicators, partially ordered sets, and linear extensions:
Multi-criterion ranking and prioritization. Environmental and Ecological Statistics, 11(2), 199–
228.
Saaty, T. L., & Hu, G. (1998). Ranking by eigenvector versus other methods in the analytic
hierarchy process. Applied Mathematics Letters, 11(4), 121–125.
Schoch, D. (2017). netrankr: An R package to analyze partial rankings in networks.
Schröder, B. S. W. (2016). Ordered sets: An introduction with connections from combinatorics to
topology. Cham: Springer.
Sen, A. (1992). Inequality reexamined. Oxford: Clarendon Press.
Todeschini, R., Grisoni, F., & Nembri, S. (2015). Weighted power–weakness ratio for multi-criteria
decision making. Chemometrics and Intelligent Laboratory Systems, 146, 329–336.