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Multi Indicator Systems ⚬ Partial Order Theory ⚬ PyHasse

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References 2017

  1. Al-Sharrah, G. 2017. 

    Ranking Chemicals with Respect to Accidents Frequency
    
Pages 193-205

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences. Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-13
  2. Annoni, P., R. Bruggemann, and L. Carlsen. 2017.

    Pecularities in Multidimensional Regional Poverty.
    Pages 121-133

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences.


    DOI: 10.1007/978-3-319-45421-4-8
  3. Arcagni, A. 2017.

    PARSEC: An R Package for Partial Orders in Socio-Economics.
    Pages 275-289

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham.

    DOI: 10.1007/978-3-319-45421-4-19
  4. Bartel, H.-G. and H.-J. Mucha. 2017.

    Incomparability/Inequality Measures and Clustering.
    Pages 21-34

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham.

    DOI: 10.1007/978-3-319-45421-4-2
  5. Beycan, T. and C. Suter. 2017.

    Application of Partial Order Theory to Multidimensional Poverty Analysis in Switzerland.
    Pages 135-150

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-9
  6. Bruggemann, R., P. Koppatz, F. Fuhrmann, and M. Scholl. 2017.

    A Matching Problem, Partial Order, and an Analysis Applying the Copeland Index.
    Pages 231-238

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham.

    DOI: 10.1007/978-3-319-45421-4-16
  7. Bruggemann, R. , L. Carlsen and P.Annoni. 2017.

    Incomparable: What now, IV. Incomparabilities: A Modelling challenge.
    Pages 35-47

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences,, Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-3
  8. Carlsen, L. and R. Bruggemann. 2017.

    Partial Ordering and Metrology Analyzing Analytical Performance.
    Pages 49-70
    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-4
  9. Di Bella, E., M. Corsi, and L. Leporatti. 2017.

    POSET Analysis of Panel Data with Posac.
    Pages 161-176
    in Marco Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-11
  10. Fattore, M. 2017.

    Functionals and Synthetic Indicators Over Finite Posets.
    Pages 71-86

    in Marco Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-5
  11. Fattore, M. and R. Bruggemann. 2017.

    Partial Order Conepts in Applied Sciences (Editorial, Preface) , Springer, Cham

    DOI: 10.1007/978-3-319-45421-4
  12. Guarini, G. 2017.

    Partially Ordered Set Theory and Sen's Capability Approach: A Fruitful Relationship.
    Pages 177-189

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences , Springer, Cham.

    DOI: 10.1007/978-3-319-45421-4-12
  13. Hernandez-Perdomo, E., J. Mun, and C. M. Rocco. 2017.

    A Combined Lexicographic Average Rank Approach for Evaluating Uncertain Multi-indicator Matrices with Risk Metrics.
    Pages 105-118

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham.

    DOI: 10.1007/978-3-319-45421-4-7
  14. Hilckmann, A., V. Bach, R. Bruggemann, R. Ackermann, and M. Finkbeiner. 2017.

    Partial Order Analysis of the Government Dependence of the Sustainable Development Performance in Germany's Federal States.
    Pages 219-228

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham.

    DOI: 10.1007/978-3-319-45421-4-15
  15. Kerber, A. 2017. 
Evaluation, Considered as Problem Orientable Mathematics Over Lattices.
    Pages 87-103

    in Marco Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham.

    DOI: 10.1007/978-3-319-45421-4-6
  16. Koppatz, P. and R. Bruggemann. 2017. 
PyHasse and Cloud Computing.
    Pages 291-300

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham.

    DOI: 10.1007/978-3-319-45421-4-20
  17. Owsinski, J. W. 2017.

    Endowing Posets with Flesh: If, Why and How?
 Pages 3-20

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-1
  18. Pirintsos, S., M. Bariotakis, D. Laina, C. Lionis, E. Castanas, and R. Brüggemann. 2017.

    Analyzing Ethnopharmacological Data Matrices on Traditional Uses of Medicinal Plants with the Contribution of Partial Order Techniques.
    Pages 251-272

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-18
  19. Queva, D. S. 2017.

    Analysis of Social Participation: A Multidimensional Approach Based on the Theory of Partial Ordering.
    Pages 151-160

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham.

    DOI: 10.1007/978-3-319-45421-4-10
  20. Quintero, N. and G. Restrepo. 2017.

    Formal Concept Analysis Applications in Chemistry: From Radionuclides and Molecular Structure to Toxicity and Diagnosis.
    207-217 

    in M. Fattore and R. Bruggemann, eds. Partial OrderConcepts in Applied Sciences, Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-14
  21. Seitz, W., K. Brcic-Kostic, P. T. Mitrikeski, and P. Seitz. 2017.

    Application of the Mixing Partial Order to Genes.
    Pages 239-249 

    in M. Fattore and R. Bruggemann, eds. Partial Order Concepts in Applied Sciences, Springer, Cham. 

    DOI: 10.1007/978-3-319-45421-4-17
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