Part I.Theoretical and methodological advances
1.Endowing posets with flesh: if, why and how?
2.Incomparability/inequality measures and clustering
3.Incomparable ? what now, IV. Incomparabilities
a modeling challenge
4.Partial Ordering and Metrology Analyzing Analytical Performance
5.Functionals and synthetic indicators over finite posets
6.Evaluation, considered as problem orientable mathematics over lattices
7.A combined lexicographic-average rank approach for evaluating uncertain multi-indicator matrices with risk metrics
Part II.Partial Order Theory in socio-economic sciences
8.Peculiarities in multidimensional regional poverty
9.Application of Partial Order Theory to Multidimensional Poverty Analysis in Switzerland
10.Analysis of social participation: a multidimensional approach based on the theory of partial ordering
11.POSET analysis of panel data with POSAC
12.Partially Ordered Set Theory and Sen?s capability approach: a fruitful relationship
Part III.Partial Order Theory in environmental sciences
13.Ranking Chemicals with Respect to Accidents Frequency
14.Formal Concept Analysis applications in chemistry: from radionuclides and molecular structure to toxicity and diagnosis
15.Partial Order Analysis of the government dependence of the Sustainable Development Performance in Germanyþs Federal States
Part IV.New applications of Partial Order Theory
16.A matching problem, partial order and an analysis applying the Copeland index
17.Application of the Mixing Partial Order to Genes
18.Analysing ethnopharmacological data matrices on traditional uses of medicinal plants with the contribution of Partial Order Techniques
Part V.Software developments
19.PARSEC: An R package for partial orders in socio-economics
20.PyHasse and cloud computing. div>.