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A Matching Problem, Partial Order, and an Analysis Applying the Copeland Index

Title:
A Matching Problem, Partial Order, and an Analysis Applying the Copeland Index
Abstract:
Given two sets A and B, often the question arises how far objects a of A and b of B can be combined to a pair (a,b), fulfilling certain requirements. A first example is the marriage problem, another, the successful assignment of scientific projects to the needs of small or medium sized enterprises. A third example, which motivated this study, arises from the project iBaMs–Barriere-Reduced Machines in Innovative Interaction. This project was aiming at promoting social inclusion for people with intellectual disabilities and their integration into labour markets and everyday activities. Especially the project iBaMs “examines the preconditions and requirements for the development of control panels for computer-numerical-controlled (CNC) machines”. On one hand, different control panels can be identified and characterized by a set of indicators. On the other hand, classifications of people with intellec-tual disabilities are available, leading to a profile of skills. The question arises on how optimal control panels based on indicators can be assigned to the profile of skills of employees. This assignment is called a matching between optimal control panels and profiles of skills. A first approach will be discussed on how this matching can be performed. It turns out that the Copeland index in its simplified form can be applied to answer the question.
Year:
2017
Publication type:
Book chapter/section
Book title:
Partial order concepts in applied sciences
Publisher:
Cham: Springer International Publishing
ISBN:
978-3-319-45421-4
Pages:
231-238
Language:
English
Document status:
Published
PubListerURL:
https://publister.bib.th-wildau.de/publister/public/publication/1956
Keywords:
Machting problem, partial order, Copeland index
Brüggemann, R., Koppatz, P., Fuhrmann, F., & Scholl, M. (2017). A Matching Problem, Partial Order, and an Analysis Applying the Copeland Index In M. Fattore & R. Bruggemann (Eds.), Partial order concepts in applied sciences. (pp. 231-238). Cham: Springer International Publishing.
@inbook{1956,
    author           = {Brüggemann, Rainer and Koppatz, Peter and Fuhrmann, Frauke and Scholl, Margit},
    title            = {A Matching Problem, Partial Order, and an Analysis Applying the Copeland Index},
    editor           = {M. Fattore & R. Bruggemann },
    year             = {2017},
    pages            = {231-238},
    publisher        = {Springer International Publishing},
    address          = {Cham},
    isbn             = {978-3-319-45421-4},
    booktitle        = {Partial order concepts in applied sciences},
    doi              = {10.1007/978-3-319-45421-4_16},
}


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